1305d6531b18307e9d1228c9a0f9505cefbd94de
5116 Commits
| Author | SHA1 | Message | Date | |
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jgrusewski
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eb9047fc30 |
docs(phase-e): E.4 temporal encoder design + E.4.A implementation plan
Design doc (specs/): TFT-style architecture for Phase E execution
policy — sliding window → Mamba2 SSM → GRN trunk → MoE regime gate
→ C51 head → Thompson selector. Two core pillars added per user:
A) Full L1-L10 LOB depth input via hybrid MBP-10 peek
B) ISV-continual-learning: controllers fire at training AND
inference; Q-net weights frozen at inference but effective
policy adapts via ISV modulation
Plan doc (plans/): 14-task implementation plan for E.4.A foundation
(window buffer + L1-L10 depth + Mamba2 forward+backward + ISV-eval
controllers). Falsification gates: smoke R_mean improvement ≥ 50%,
backtest cost=0 Sharpe ≥ +8 (no regression vs C51-flat +10.41),
half-tick Sharpe ≥ -8 (closes 5pt+ of 10pt gap to Phase 1d.4
baseline -4.0).
TGGN (foxhunt Temporal Graph Gated Network) explicitly deferred to
Phase E.5+: existing CPU graph implementation + GPU adapter at
ml-supervised/src/tgnn/ — marginal benefit for single-instrument ES
futures vs the TFT-Mamba2 stack; revisit for multi-instrument
extension or production HFT inference layer.
Co-Authored-By: Claude Opus 4.7 <noreply@anthropic.com>
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jgrusewski
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588a6d38af |
docs(phase-e-4-a): mamba2 + grn integration research — use ml-alpha Mamba2Block
Findings: - Production Mamba2 (gpu_dqn_trainer) is coupled to SH2=256 trunk + ofi_embed + ISV[8] temporal routing — not portable to Phase E. - ml-alpha::mamba2_block::Mamba2Block is from-scratch, fully configurable (in_dim/hidden_dim/state_dim/seq_len), GPU-pure with forward_train/backward/AdamW. Used in Phase 1d.2 to lift AUC 0.50 to 0.66. ml-alpha is already a workspace dep of ml. - GRN skipped for E.4.A — Mamba2 output goes straight to C51 head. Reintroduce GRN in E.4.B if Sharpe gates don't pass. - Controller-at-inference: kernel has no training-mode branches; Wiener state preserved across episodes/cost cells for natural live-deployment simulation. Revises Tasks 8-10 of the plan: use Mamba2Block API instead of writing custom kernels. Only new CUDA needed: alpha_c51_grad_input (C51 gradient w.r.t. input features, for Mamba2 backward chain). Co-Authored-By: Claude Opus 4.7 <noreply@anthropic.com> |
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jgrusewski
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771936b768 |
feat(alpha): --train-threshold for backtest + Phase E.3 honest verdict
Phase E.3 follow-up. Adds --train-threshold to alpha_compose_backtest so
the Q-network can be trained against a FIXED gate (instead of just
applying the gate at eval). Default 0.39 = the equilibrium the smoke's
controller stabilized to at ep 200+ (alpha_dqn_h600_smoke gated run).
Smoke result (gated training, controller running):
ep 100: thresh=0.32 obs=0.226 R_mean=-5.5 atten=0.75
ep 200: thresh=0.38 obs=0.082 R_mean=-3.0 atten=0.50
ep 300: thresh=0.39 obs=0.081 R_mean=-3.2 atten=0.25
ep 1000: thresh=0.39 obs=0.039 R_mean=-4.7 atten=0.10
The controller CONVERGES cleanly to threshold ≈ 0.39 with observed
trade rate at/below the 0.08 target. rollout_R_mean drops from -19
(no-gate training) to -4.7 (gated training): 4× less loss per episode.
rvr stays at +1.045σ (unchanged). The closed-loop architecture works
end to end.
(Note: smoke verdict FAILs on ACTION_ENTROPY (0.68 < threshold 1.10).
This is the policy correctly Waiting 95%+ of the time — the kill
criterion was designed to catch "collapse to one bad action," but
collapse-to-Wait under a strong gate is the RIGHT behavior. Verdict
threshold is misaligned with the gated paradigm; not a regression.)
Backtest result with --train-threshold 0.39:
cost eval-gate only train+eval gated Δ
------ -------------- ---------------- ----
0.0000 -15.72 -17.06 -1.3
0.0625 -21.30 -22.91 -1.6
0.1250 -29.17 -31.26 -2.1
0.2500 -42.12 -36.68 +5.4
0.5000 -54.86 -53.83 +1.0
Training with the gate did NOT meaningfully improve absolute Sharpe.
The eval-best threshold remains 0.20-0.25 in BOTH runs (not 0.39).
The Q-network's primary contribution is the binary trade/don't-trade
decision; the action-choice (Buy direction + placement) is largely
determined by alpha sign — linear Q can't time entry better than the
threshold filter does on its own.
Honest analysis: the gap to Phase 1d.4 baseline (+4.4 at cost=0,
-4.0 at half-tick) is NOT architectural but ECONOMIC:
Env spread: bid/ask synthesized at ±0.125-tick around mid
→ round-trip spread cost = 0.25 per trade
At τ=0.20 with 168 trades/ep: 168 × 0.25 = 42 in spread costs
Mean reward = -5 → alpha extracts ~37 of value
All eaten by spread
Phase 1d.4 baseline likely trades much less (~20-50 trades/ep at best
operating point — pure threshold-only policy, no RL). Our policy
trades 3-8× more because the DQN's action choices add fine-grained
trade attempts beyond the threshold filter's wait/trade gate.
The control loop architecture (Phase E.1 + E.2 + E.3 gate consumption)
is VALIDATED — gate produces monotone Sharpe lift, +1.045σ rvr held,
trade-rate-self-correction converges cleanly. But beating Phase 1d.4's
absolute Sharpe requires:
1. MLP for the Q-network (more representation capacity for
entry-timing decisions within the alpha confidence band)
2. OR action-space constraints (collapse the 9-action space — drop
fine-grained L1/L2 placement, keep just {Wait, BuyMarket,
SellMarket, FlatMarket})
3. OR better fill economics (real LOB instead of fixed ±0.125-tick
synthesis)
These are Milestone E.3 follow-up work (Tasks 24-28 sweeps + future
architectural changes). The composition backtest validated what it
was designed to: the cost-edge frontier of the linear Q + Phase 1d.3
alpha + controller setup, and surfaced the next architectural
question (representation capacity vs action-space size vs fill
realism).
Branch: sp20-aux-h-fixed, pushed.
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jgrusewski
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a36ad53a57 |
feat(alpha): wire slot 543 consumption — 2D threshold × cost sweep
Phase E.3 Task 23 follow-up. Adds the confidence-threshold gate that
consumes the controller's ISV[543] output. Both binaries:
fn epsilon_greedy_gated(q, alpha_confidence, threshold, eps, rng) -> u8 {
if alpha_confidence < threshold { return 0; /* Wait */ }
epsilon_greedy(q, eps, rng)
}
State[1] is the env's alpha_confidence = |sigmoid(alpha_logit) - 0.5|
which is in [0, 0.5]; threshold is also clamped [0, 0.5], so direct
comparison is valid.
alpha_dqn_h600_smoke (closed-loop with controller):
Adds current_threshold: f32 cache, initialised to 0.0 (no gate),
refreshed via stream.clone_dtoh(&isv_dev) after each per-episode
controller invocation. Action selector reads current_threshold for
the NEXT episode's step decisions.
alpha_compose_backtest (2D sweep):
Adds --threshold-grid CLI flag (default [0.0, 0.05, 0.10, 0.15, 0.20,
0.25] — Phase 1d.4 pattern). Eval loop becomes 2D (threshold × cost).
Per-bin includes avg_n_trades for trade-rate visibility. End-of-run
prints BEST per-cost = max Sharpe_ann across τ.
Results (1000 train ep, 300 eval ep × 5 τ × 5 costs):
cost τ=0.00 best τ Sharpe lift trades/ep saved
------- ---------- --------- ----------- ---------------
0.0000 -41.78 -15.72 (τ=0.20) +26.1 477 → 168 (-65%)
0.0625 -71.46 -21.30 (τ=0.25) +50.2 476 → 138 (-71%)
0.1250 -86.78 -29.17 (τ=0.20) +57.6 482 → 167 (-65%)
0.2500 -108.57 -42.12 (τ=0.25) +66.5 480 → 132 (-73%)
0.5000 -146.76 -54.86 (τ=0.25) +91.9 478 → 136 (-72%)
Win rate at cost=0: 7.7% (no gate) → 20.3% (τ=0.20).
The gate architecture is VALIDATED: monotone improvement in win rate +
Sharpe + trade-rate reduction across all costs. The control loop
(controller → slot 543 → policy gate → observed rate feedback) is
sound. But the policy is STILL negative-Sharpe at every cost.
Phase 1d.4 baseline at half-tick: -4.0 (ours: -29.17). 25-pt gap.
Root cause of the remaining gap: the Q-network was TRAINED without
gate awareness. It learned Q-values for the over-trading regime. The
eval-only gate filters those decisions but can't fix miscalibrated
Q-values. Phase 1d.4 baseline beats us because its policy
(always-market-when-confident) is INHERENTLY gated by design — no
mismatched Q-values to fix.
Next iteration to close the 25-pt gap: train WITH gate on, so the
Q-network learns weights for the gated policy class. This means:
either (a) controller runs during training (smoke pattern) and the
threshold develops endogenously, or (b) fixed --train-threshold CLI
during training. Either way, the Q-network sees Wait-at-low-confidence
during the learning phase and adapts.
Files touched:
crates/ml/examples/alpha_dqn_h600_smoke.rs (gate + threshold cache)
crates/ml/examples/alpha_compose_backtest.rs (gate + 2D sweep)
config/ml/alpha_compose_backtest.json (2D verdict)
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jgrusewski
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2af8e02fd8 |
feat(alpha): Phase E.3 composition backtest — reveals slot 543 needs consumption
Phase E.3 Task 23. Trains the Phase E execution-policy DQN on the first
80% of fxcache snapshots, then evaluates the frozen policy (ε=0) on the
held-out 20% across a transaction-cost sweep. Compares absolute Sharpe
vs the Phase 1d.4 always-market-when-confident baseline.
Pipeline pieces:
- Shared loaders extracted into crates/ml/src/env/loaders.rs (used by
both alpha_dqn_h600_smoke and alpha_compose_backtest)
- alpha_compose_backtest.rs: train DQN on first n_train bars, then
frozen-eval n_eval episodes per cost level
- cost grid: [0.0, 0.0625, 0.125, 0.25, 0.5] (price units per
contract round-turn)
- Annualised Sharpe via per-episode Sharpe × sqrt(episodes/year)
where episodes/year ≈ 252 · 6.5h · 3600s / (horizon · 12s)
Run (horizon=600, 1000 train ep, 500 eval ep/cost, 1.5M snapshots):
cost n_ep mean_R std_R Sharpe/ep Sharpe_ann win_rate
0.0000 500 -11.09 8.03 -1.380 -39.50 0.090
0.0625 500 -20.68 9.88 -2.093 -59.89 0.012
0.1250 500 -29.38 9.49 -3.095 -88.58 0.000
0.2500 500 -48.23 11.90 -4.052 -115.98 0.000
0.5000 500 -84.59 17.43 -4.854 -138.92 0.000
Phase 1d.4 baseline for comparison: +4.4 ann. at cost=0, -4.0 at half-tick.
The Phase E policy LOSES MONEY across the whole cost grid — even at
frictionless cost=0. This is not a contradiction with the H=600 PASS
verdict (rvr=+1.04σ): the smoke's rvr is RELATIVE TO RANDOM, while
backtest Sharpe is ABSOLUTE. "Better than random by 1 std" is still
losing if random loses big.
The diagnostic that the E.2 controller already surfaced:
ISV[543] STACKER_THRESHOLD saturated at upper clamp (0.5) — policy
trades 85% of the time vs the 8% target. Over-trading pays spread on
every bar regardless of alpha confidence. Even with perfect alpha
(Phase 1d.3 AUC=0.673), trading 85% × spread cost > alpha edge.
The Phase 1d.4 baseline beats us at cost=0 because it WAITS unless
|stacker_logit| > threshold — the threshold gate filters bars with
weak alpha signal. The Phase E controller PRODUCES slot 543 but the
DQN's action selection doesn't CONSUME it.
This is exactly what the E.3 backtest is FOR: revealing that the
Phase E.1/E.2 producer-side architecture without consumer-side gating
is incomplete. The composition backtest validates the architecture's
weak link.
NEXT (E.3 task 24-28 or a side fix): wire slot 543 consumption into
the action selection. At each step:
if |ISV[543] − 0.5| > |stacker_logit − 0.5|:
action = Wait // confidence below threshold, sit out
else:
action = argmax(Q)
Or equivalently: action = if confidence_high(alpha_logit, ISV[543])
{ argmax(Q) over Buy/Sell actions } else { Wait }.
Once slot 543 is consumed, re-run alpha_compose_backtest and expect
Sharpe to move toward / past the Phase 1d.4 baseline.
Loader refactor: extracted load_fill_model_from_json, load_alpha_cache,
load_snapshots_from_fxcache from alpha_dqn_h600_smoke.rs into
crates/ml/src/env/loaders.rs. The smoke now calls the shared module
via ml::env::loaders::*. ~150 lines of duplicated code removed.
Build + run verified: smoke still builds clean. Backtest runs in ~30s
(train 8s + eval 20s + setup).
Branch: sp20-aux-h-fixed, pushed.
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jgrusewski
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91383507fc |
feat(alpha): wire stacker-threshold controller into smoke rollout-end
Phase E.2 Task 17. Loads stacker_threshold_controller.cubin at smoke
startup, initialises ISV[544] (TRADE_RATE_TARGET) to 0.08 (CLI flag
--trade-rate-target, never reset), allocates a 3-float Wiener state
buffer for slot 545's Pearl A+D state.
Invokes the controller at every episode end with:
rollout_trade_count = count of non-Wait actions in the episode
rollout_total_decisions = actions_host.len() (= ep_len)
rollout_realized_sharpe = ep_terminal_R / RANDOM_BASELINE_STD
(per-rollout analog of the rvr metric;
lets the Kelly-atten controller respond
to in-policy performance vs the baseline
noise floor)
CLI args added:
--trade-rate-target default 0.08 (8% per-step trade rate target)
--k-threshold default 0.01
--k-atten default 0.005
--target-sharpe default 0.5
--wiener-alpha-floor default 0.4
--ctl-alpha-meta default 0.1
Periodic log line extended:
ep ... | KC q/H/rvr/ΔQ ... | CTL thresh=... obs=... atten=...
Final JSON adds:
final_stacker_threshold
final_trade_rate_observed_ema
final_stacker_kelly_attenuation
trade_rate_target
Smoke run (H=600, 1000 episodes) verifies the controller is alive:
ISV[543] STACKER_THRESHOLD: 0.000 → 0.5000 (saturated at ceiling)
ISV[545] TRADE_RATE_OBSERVED_EMA: 0.000 → 0.712
ISV[546] STACKER_KELLY_ATTENUATION:0.000 → 0.100 (hit floor)
Verdict: PASS — rvr=+1.043σ (unchanged from Task 12b PASS, expected
since smoke doesn't yet CONSUME slots 543/546).
Tuning notes (calibration for production, not bugs):
• Threshold saturating at 0.5 → policy trades ~85% (target 8%, off by
10×). Either re-calibrate target_trade_rate from realistic backtest
behaviour, or raise the clamp ceiling. Current ε-greedy with low
threshold-consumption gate produces high trade rate.
• Kelly atten hit floor (0.1) because rollout_sharpe (~-0.004) is far
below target_sharpe=0.5. The target needs to match the rollout
metric's scale, OR the metric should be time-normalised. The
current ep_terminal_R / baseline_std proxy is meaningful but its
scale doesn't match a typical annualised Sharpe target.
These tuning items don't gate Milestone E.2 — the producer-side
controller is correctly driving the ISV slots; *consuming* those slots
(threshold gate on alpha signal, Kelly-cap multiplier) is Phase E.3
work (alpha + execution composition).
Phase E.2 Tasks 16 + 17 close-out: kernel + launcher + GPU smoke test
+ wired into smoke binary + initialisation + verified end-to-end. Tasks
19-22 (NoisyNet) are gated on Task 12 FAIL, which we passed — skipped.
Task 18 (alpha-trust ablation, ~9-18 hours compute) deferred to a
dedicated session if needed.
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jgrusewski
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85792ed28a |
feat(alpha): stacker-threshold + Kelly-attenuation controller kernel
Phase E.2 Task 16. Engagement-rate self-correcting controller per
pearl_engagement_rate_self_correction. Single-block, single-thread
kernel; runs once per rollout-end boundary.
ISV slots driven:
543 STACKER_THRESHOLD_INDEX clamp [0, 0.5] P-controller on rate
545 TRADE_RATE_OBSERVED_EMA_INDEX Pearl A+D floored Wiener-α
546 STACKER_KELLY_ATTENUATION_INX clamp [0.1, 1.0] P-controller on Sharpe
Reads ISV[544] TRADE_RATE_TARGET_INDEX (TrainingPersist anchor, set once
at training start).
Control law:
observed = trade_count / max(decisions, 1)
ISV[545] ← Pearl_A+D_floored(observed, prev, x_lag)
[α* floor = 0.4 per pearl_wiener_alpha_floor_for_nonstationary;
controller co-adapts with policy → need responsive EMA]
err_rate = ISV[545] - ISV[544]
ISV[543] ← clamp(0, 0.5, ISV[543] + k_threshold · err_rate)
err_sharpe = rollout_sharpe - target_sharpe
ISV[546] ← clamp(0.1, 1.0, prev_atten + k_atten · err_sharpe)
where prev_atten = 1.0 if ISV[546] == 0.0 (sentinel-start)
else ISV[546]
Wiener-α is INLINE (not via canonical apply_pearls_ad_kernel chain)
because the EMA is part of the control loop, not a separate diagnostic
slot. Lower latency, fewer kernels per step.
Floor at 0.1 on Kelly attenuation per
pearl_blend_formulas_must_have_permanent_floor — can't be 0, would
zero out position sizing permanently.
Pub launcher `launch_stacker_threshold_controller` in alpha_kernels.rs
with full safety asserts. Slot indices passed as i32 args (decouple
slot numbering from kernel).
GPU smoke test `stacker_threshold_controller_smoke_matches_hand_
computation` verifies 2-iteration sequence:
Iter 1 (Pearl A): observed=0.30 → ISV[545]=0.30; ISV[543]: 0.05 → 0.052
Iter 2 (Pearl D): observed=0.05 → ISV[545]=0.175 (α* hit floor 0.5)
ISV[543]: 0.052 → 0.05275
Both within 1e-5 tolerance. Anchor slot 544 unchanged.
`cargo test -p ml --lib alpha_kernels`: 6 pass (compile witness + 5 GPU
smokes including this one) on RTX 3050 Ti in 2.18s.
Audit doc docs/isv-slots.md updated per Invariant 7.
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jgrusewski
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5c0bcb1fdb |
fix(alpha): MBP-10 parser full-levels copy + fit_poisson L2 regularization
Two carried-over limitations from Phase E.0 / E.1 fixed and verified.
1. MBP-10 parser bug fix (`parse_mbp10_streaming` + `parse_mbp10_file`)
The DBN crate's `Mbp10Msg` carries the FULL post-update top-10 book
in `levels: [BidAskPair; 10]` per message — not just the single
update event's price/size. Previously the parser only called
`update_level(0, ...)` with the update event's fields, leaving
`current_snapshot.levels[1..10]` at default-empty. Downstream:
- OFI calculator reading L2-L5 got zeros → produced wrong OFI
features (the canonical Phase 1c/1d 81-dim feature stack has
multi-level OFI as features 0..5; with the bug these were
constant zero).
- microprice (`snapshot.levels[1]`) got zeros.
- FillModel L2/L3 fit observations got zeros, so L2/L3
coefficients were undefined (we worked around by replicating
L1 with attenuated intercept).
Fix: after `update_level(0, ...)`, copy fields from
`mbp10.levels[lvl]` into `current_snapshot.levels[lvl]` for `lvl
in 1..max_lvl`. Field-by-field copy preserves the existing scale
convention (raw 1e9 fixed-point i64). Applied to both streaming
and async file-parse code paths.
Comment "For simplicity, store all updates in level 0 / A full
implementation would maintain proper level ordering" removed.
2. fit_poisson L2 regularization
New `fit_poisson_l2(features, observed, max_iters, lr, l2_lambda)`
API (the old `fit_poisson` delegates with l2_lambda=0). L2 penalty
applies to slope coefficients β[1..5] but NOT to intercept β[0]
(penalizing the intercept biases toward p≈0.5 for all-zero-feature
samples, breaking the recovery test). Per-iteration update:
β[0] -= lr · grad[0] / n (intercept)
β[k] -= lr · (grad[k] / n + λ · β[k]) (slope, k ∈ 1..5)
Canonical motivation: on real 5.2M-trade ES.FUT data the
unregularized fitter converged to β_spread ≈ -40 (Task 5c commit
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jgrusewski
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79d15b3196 |
chore(alpha): Milestone E.1 H=6000 scale-up — PASS
Phase E.1 Task 13. Same pipeline as the H=600 PASS run (
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jgrusewski
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cd5aa3402b |
feat(alpha): wire Phase 1d.3 stacker into smoke — H=600 VERDICT PASS
Phase E.1 Task 12b complete. The H=600 DQN smoke now consumes real
alpha_logit from the Phase 1d.3 stacker (Mamba2 + 7-input MLP stacker
trained for AUC=0.673 on test), and PASSES all four kill criteria:
Q_SPREAD_EMA = 10.92 ≥ 0.05 PASS
ACTION_ENTROPY_EMA = 1.97 ≥ 1.099 PASS
RETURN_VS_RANDOM_EMA = +1.043 ≥ 0.0 PASS ← jumped +3.62σ
EARLY_Q_MOVEMENT_EMA = 0.099 ≥ 0.01 PASS
Overall: PASS (H=6000 scale-up VIABLE)
Before/after comparison (same env, same DQN, only alpha_logit changed):
alpha_logit=0 alpha_logit=Phase1d.3
rollout_R_mean (final) -18,272 -18
RETURN_VS_RANDOM_EMA -2.58σ +1.04σ
Overall verdict FAIL PASS
The 1000× reduction in episode loss + the +3.62σ rvr swing definitively
proves the "first-best-action lock-in" hypothesis from the previous FAIL
analysis was a SYMPTOM, not the cause. The cause was alpha_logit=0
placeholder starving the policy of directional signal. With real Phase
1d.3 alpha, the linear Q-network learns to use it cleanly — no
NoisyNet, no MLP, no architectural change needed.
Integration pieces in this commit:
1. Cargo workspace registration: ml-alpha added as a workspace dep,
ml's manifest now depends on ml-alpha for FxCacheReader access.
(ml-alpha already depends only on ml-core, so no circular risk.)
2. alpha_dqn_h600_smoke.rs: two new CLI args
--fxcache-path <PATH> load snapshots from precomputed fxcache
(mid from raw_close, bid/ask synthesized
at fixed half-tick, 81-dim features extracted
for spread_bps / l1_imbalance / ofi / mid_drift)
--alpha-cache <PATH> load Phase 1d.3 stacker logit cache produced
by `alpha_train_stacker --alpha-cache-out`.
Each cache entry aligns to the corresponding
fxcache bar, populates SnapshotRow.alpha_logit
(and derives alpha_confidence = |sigmoid(z)-0.5|).
3. Snapshot source selection: in main(), --fxcache-path takes priority
when both paths are set; --alpha-cache requires --fxcache-path
(alignment guarantee). Original --mbp10-dir path unchanged for
non-cached runs.
4. Two new helper fns: load_alpha_cache (binary [u32 n] + [f32; n]
reader), load_snapshots_from_fxcache (FxCacheReader → Vec<SnapshotRow>
with synthesized bid/ask and alpha_logit/alpha_confidence from cache).
alpha_logits_cache.bin (7.6 MB, 1.97M f32 entries) is .gitignore'd —
regenerable from `cargo run -p ml-alpha --release --example
alpha_train_stacker -- --fxcache-path <FXC> --alpha-cache-out
config/ml/alpha_logits_cache.bin` (~2 min on RTX 3050 Ti).
Reproduction of this PASS verdict:
cargo run -p ml --release --example alpha_dqn_h600_smoke -- \
--fxcache-path /home/jgrusewski/Work/foxhunt/test_data/feature-cache/9297....fxcache \
--alpha-cache config/ml/alpha_logits_cache.bin \
--horizon 600 --n-episodes 1000
Total run time ~10s after fxcache load. Verdict + per-checkpoint KC
trajectory in config/ml/alpha_dqn_h600_smoke.json.
NEXT: Task 13 — scale to H=6000 (the production horizon). Per the plan,
PASS at H=600 unlocks H=6000.
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jgrusewski
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5265a0186c |
refactor(alpha): rename phase1*.rs → alpha_*.rs + add --alpha-cache-out
System-scoped naming for the alpha trading system's training binaries — same rationale as the earlier phase_e_* → alpha_* rename. These binaries produce / validate the durable alpha-system components (Mamba2 + stacker + calibration); they're tooling, not milestone artifacts. phase1a.rs → alpha_bar_baseline.rs phase1a_detailed.rs → alpha_bar_detailed.rs phase1d_calibrate.rs → alpha_calibrate.rs phase1d_mamba.rs → alpha_mamba_baseline.rs phase1d_long_horizon.rs → alpha_train_stacker.rs clap `name = "..."` strings updated to match new filenames; cross-refs in docstrings (alpha_calibrate.rs, gbm_baseline.rs) fixed. Plus: NEW `--alpha-cache-out <PATH>` flag on alpha_train_stacker.rs (Phase E.1 Task 12b). After the existing Mamba2 + stacker training completes, runs stacker inference on ALL bars (not just val/test) and dumps the resulting alpha_logits as a little-endian binary file: [u32 n_bars] [f32 logits[n_bars]] Bars `< seq_len − 1` are written as 0.0 (Pearl A sentinel — no history). Inference uses the same Block-S column normalisation (col_mean/col_std) computed during stacker training, applied to all bars consistently. This cache is consumed by alpha_dqn_h600_smoke.rs (next commit) which loads it and populates SnapshotRow.alpha_logit — replacing the current hardcoded 0.0 placeholder with the real Phase 1d.3 stacker output. Build verified: `cargo build -p ml-alpha --release --example alpha_train_stacker` completes clean in 40s. |
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jgrusewski
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8548d126fd |
chore(alpha): H=600 DQN smoke verdict — FAIL on rvr (linear Q lock-in)
Phase E.1 Task 12. Stabilized H=600 DQN smoke ran end-to-end on full 500K-snapshot data. All three preconditions PASS but the rvr gate FAILS: Q_SPREAD_EMA = 35.54 ≥ 0.05 PASS ACTION_ENTROPY_EMA = 1.91 ≥ 1.099 PASS RETURN_VS_RANDOM_EMA = -2.58 ≥ 0.0 FAIL ← policy WORSE than random EARLY_Q_MOVEMENT_EMA = 0.096 ≥ 0.01 PASS rvr trajectory across 1000 episodes: ep 50 | rollout_R= -11049 | rvr = -1.18 (near random) ep 200 | rollout_R= -9620 | rvr = -0.97 (briefly improving) ep 600 | rollout_R= -18140 | rvr = -2.03 (degrading) ep 1000 | rollout_R= -18272 | rvr = -2.58 (deterministic-bad) Random baseline at H=600 = -5185 mean, std=4953. Trained policy loses 3.5× worse than random. Diagnostics performed: reward_scale=10000 → rvr=-2.37 (no help) alpha_m=0 (vanilla DQN, no Munchausen) → rvr=-2.44 (no help) Root cause: "first-best-action lock-in" of linear Q + ε-greedy. DQN's TD update only modifies Q[a] for the TAKEN action; with ε-decay, the argmax action self-reinforces while other actions' Q stays frozen at random Xavier init. Random policy samples all 9 uniformly → 11% chance of "lucky" close-position at any step → exits bad trades. Trained policy converges deterministic on one bad action → never exits. Per plan: pivot to NoisyNet (Task 19) — parameter-space noise breaks the lock-in. Alternative: wire alpha_logit from Phase 1d.3 stacker (currently hardcoded to 0.0 placeholder) so the policy has actual directional signal to work with. Kill-criteria gate worked as designed — correctly flagged that linear Q + ε-greedy on this env is insufficient without further intervention. Memory note: project_phase_e1_h600_smoke_verdict.md (full analysis + hypothesis tree + recommended next steps). |
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jgrusewski
|
8958637c77 |
feat(alpha): stabilize alpha_dqn_h600_smoke — reward norm + target net + grad clip
Three stabilizers applied to the H=600 DQN smoke after initial run showed
unstable training (early_mvmt=2268× at lr=1e-6, NaN at lr=1e-4):
1. Reward normalization (--reward-scale, default 1000)
Rewards divided by scale BEFORE the Munchausen target. TD error
drops from ~1000 (raw reward magnitude at H=600) into O(1) target /
gradient / weight-update scale. Action selection + rollout-R
reporting use ORIGINAL rewards (so rvr math stays correct against
the Task 7c baseline).
2. Target network (--target-update-every, default 10 episodes)
Separate w_target_dev / b_target_dev buffers. Q_next(s') forward
uses target weights; SGD updates online only. Hard-update copies
online → target every K episodes. Breaks the V_soft(s') chase-its-
own-tail divergence of online-only Munchausen.
3. Gradient clipping (--grad-clip, default 1.0)
New `alpha_clip_inplace_kernel` in alpha_linear_q.cu (element-wise
clamp). Applied to dW and db after grad, before SGD. Safety net.
Diagnostic fix: weight_norm was direction-insensitive — orthogonal
rotations don't change ||W||_F, so early_mvmt read ≈0 even when training.
Switched to weight_distance_from_init = ||W_now − W_init||_F +
||b_now − b_init||_F (captures rotation). q_early = q_init + distance
so kernel's |q_early − q_init| / |q_init| ratio = distance / ||W_init||_F.
With lr bumped back up to 1e-4 (default for the stabilized config),
verified at horizon=100, n_episodes=200:
Q_SPREAD_EMA = 23.64 (≥ 0.05) PASS
ACTION_ENTROPY_EMA = 1.86 (≥ 1.0986) PASS
RETURN_VS_RANDOM_EMA = +0.586 (≥ 0.0) PASS
EARLY_Q_MOVEMENT_EMA = 0.0212 (≥ 0.01) PASS
Overall: PASS (H=6000 scale-up VIABLE)
early_mvmt grew monotonically (0.005 → 0.021) across the 200-episode
run — direction-sensitive diagnostic confirms genuine policy learning.
Audit doc docs/isv-slots.md updated per Invariant 7.
Next: H=600 / 1000-episode run on full data; if PASS holds, Task 13
(H=6000 scale-up) unlocks.
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jgrusewski
|
fa30c2dd66 |
feat(alpha): alpha_dqn_h600_smoke — runnable Task 12 DQN smoke
Phase E.1 Task 12. Linear Q-network (W [9×10] + b [9], no hidden layer)
trained with ε-greedy + Munchausen target on the Phase E ExecutionEnv.
End-to-end runnable: load env, train, periodically launch
alpha_kill_criteria + apply_pearls_ad chain at episode boundaries, emit
PASS/FAIL verdict against the 4 kill criteria thresholds.
Pipeline per training step (all on GPU):
1. forward Q_current on s_batch via alpha_linear_q_forward
2. forward Q_next on s'_batch via alpha_linear_q_forward
3. alpha_munchausen_target → targets[batch]
4. alpha_linear_q_grad → dW, db (sparse over taken actions)
5. alpha_linear_q_sgd_step on W and b (separate launches)
6. every K episodes: kill_criteria + apply_pearls_ad chain → ISV[539..542]
Pipeline visibility bumps so examples can reach launchers:
- cuda_pipeline::alpha_kernels module → pub
- All launch_alpha_* fns → pub
- launch_apply_pearls → pub
- ALPHA_LINEAR_Q_CUBIN → pub
These are appropriate pub exports (Phase E.1 public API surface).
Initial micro-smoke (horizon=100, n_episodes=50, lr=1e-6):
Q_SPREAD_EMA = 3.12 (≥ 0.05) PASS
ACTION_ENTROPY_EMA = 2.12 (≥ 1.0986) PASS
RETURN_VS_RANDOM_EMA = +1.03 (≥ 0.0) PASS
EARLY_Q_MOVEMENT_EMA = 2268 (≥ 0.01) PASS [unphysical scale]
Overall: PASS (uncalibrated)
Known stability issues — flagged in the binary's CLI docstring:
- lr=1e-4 diverges to NaN (Q grows, Munchausen target explodes)
- lr=1e-6 stays finite but Q grows 2000× over 50 episodes
- Follow-ups: gradient clipping, target network, reward normalisation
Bug fixed during development: `stream.memcpy_htod(&host, &mut buf.clone())`
was uploading to a TEMPORARY clone (dropped immediately) — `kc_scalar_dev`
and `kc_action_counts_dev` never got their host data → entropy=0, early_mvmt=0,
rvr stuck at the alloc-zeros default. Fixed by removing `.clone()` and using
direct `&mut` refs.
Reads:
config/ml/alpha_fill_coeffs.json (Task 5c)
ISV slots 547/548 (Task 7c baseline)
Writes:
config/ml/alpha_dqn_h600_smoke.json (verdict + per-checkpoint KC trajectory)
Reproduction:
cargo run -p ml --release --example alpha_dqn_h600_smoke -- \
--mbp10-dir /home/jgrusewski/Work/foxhunt/test_data/futures-baseline-mbp10/ES.FUT \
--horizon 600 --n-episodes 1000
Audit doc docs/isv-slots.md updated per Invariant 7.
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jgrusewski
|
36ab50814e |
feat(alpha): alpha_linear_q kernels + launchers for Task 12 DQN smoke
Phase E.1 Task 12a. Three new CUDA kernels for the H=600 DQN smoke
(Task 12 proper) that lands in a follow-up commit:
alpha_linear_q_forward_kernel Q = X · W^T + b
alpha_linear_q_grad_kernel dW, db sparse MSE-TD over taken actions
alpha_linear_q_sgd_step_kernel element-wise params -= lr · grad
Architecture: single linear layer, no hidden layer. The Phase E state
vector has meaningful direct features (alpha_logit, spread_bps, position,
ofi_sum_5, …) so linear Q can capture real relations like Q[Buy] ∝
alpha_logit. If linear can't pass the kill-criteria gate, no architecture
upgrade will save it — and the smoke proceeds with NoisyNet escalation
per the plan.
Sparse gradient: only the taken action contributes (standard DQN TD
loss). No atomicAdd needed — one thread per (i, j) loops over the batch
and adds only when actions[b] == i.
GPU contract:
- No host branches inside any kernel (graph-capture compatible)
- No atomicAdd (per feedback_no_atomicadd)
- All compute on GPU (forward, grad, weight update)
- Tiny launch overhead — fits per-step (batch=64 forward = 576 threads,
1 block; grad = 99 threads, 1 block)
Three pub(crate) Rust launchers in alpha_kernels.rs match the
launch_apply_pearls pattern. Cubin embedded via include_bytes!.
Smoke test `linear_q_forward_grad_sgd_round_trip_matches_hand_math`
exercises all three kernels end-to-end on a small (batch=2, state_dim=2,
n_actions=3) case with full hand-math:
Forward: Q = [[2.1, 3.2, 0.3], [4.1, 5.2, 0.3]] ✓
Grad: dW = [[-1.8, -2.7], [0.8, 1.0], [0, 0]]
db = [-0.9, 0.2, 0] ✓
SGD: W' = [[1.18, 0.27], [-0.08, 0.90], [0, 0]]
b' = [0.19, 0.18, 0.30] ✓
All within 1e-4 tolerance. `cargo test -p ml --lib alpha_kernels`:
5/5 pass on RTX 3050 Ti in 2.04s (compile witness + 4 GPU smokes).
Audit doc docs/isv-slots.md updated per Invariant 7.
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jgrusewski
|
ebbd28437a |
test(alpha): chained pipeline smoke — Task 12 wiring validation
End-to-end test for the kernel COMPOSITION that the H=600 DQN smoke
(Task 12 proper) will use at each rollout boundary:
t+0 alpha_kill_criteria_compute_kernel → scratch[0..4]
t+1 apply_pearls_ad_kernel(n_slots=4) → ISV[539..543]
The two prior alpha_kernels smokes (munchausen + kill_criteria) validated
kernels in isolation. This smoke validates the COMPOSITION on the same
stream — failures here are different (stream-ordering, Pearls index base,
Wiener offset base, scratch visibility) and would silently break Task 12.
Two iterations with stationary synthetic inputs:
Iter 1 (Pearl A bootstrap)
prev_x_mean=0 AND x_lag=0 → ISV[539..542] populated with raw scratch
observations = [0.2041, 0.8980, 1.0670, 0.1] within 0.01 tolerance.
Anchor slots 547/548 remain at Task 7c values (-5185, 4953).
Iter 2 (Pearl D stationary)
dx_mean = dx_step = 0 → α* = 0 → ISV unchanged from iter 1 within
1e-4. Stationary signal stays at the bootstrap value.
Test would catch:
- Producer's scratch write not visible to applicator (stream-ordering)
- Wrong Pearls isv_idx_base / wiener_offset_base
- Pearl A sentinel detection broken (formula yields 0 at t=0)
- Wiener state corruption (iter 2 drifts from iter 1)
Reuses launch_apply_pearls from sp4_wiener_ema.rs (pub(crate)). Helper
fn run_chained_iter factors the producer→applicator sequence so the two
iterations are byte-identical apart from the Wiener state's evolution.
`cargo test -p ml --lib alpha_kernels`: 4 pass (compile witness + 2 prior
GPU smokes + this chained smoke) on RTX 3050 Ti in 1.89s total. Audit doc
docs/isv-slots.md updated per Invariant 7.
Remaining Task 12 work (full H=600 DQN trainer integration with this
pipeline at rollout boundaries) is queued for a dedicated session.
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jgrusewski
|
697bb586d0 |
test(alpha): kill-criteria GPU smoke matching hand-computed observations
Adds the second of the two Phase E.1 kernel smoke tests in
alpha_kernels.rs (companion to the munchausen_target smoke from
|
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jgrusewski
|
91d1a52b9c |
refactor(alpha): rename phase_e_* → alpha_* — system-scoped naming
The kill-criteria producer, Munchausen target kernel, Rust launchers,
fit/baseline binaries, and their output JSON artifacts are *durable
infrastructure* of the alpha trading system (live across Phase E/F/G/...),
not milestone-scoped to Phase E specifically. Aligns with the earlier
`phase_e_isv_slots.rs` → `alpha_isv_slots.rs` rename rationale.
What was renamed:
Code files:
crates/ml/src/cuda_pipeline/phase_e_kill_criteria.cu → alpha_kill_criteria.cu
crates/ml/src/cuda_pipeline/phase_e_munchausen_target.cu → alpha_munchausen_target.cu
crates/ml/src/cuda_pipeline/phase_e_kernels.rs → alpha_kernels.rs
crates/ml/examples/phase_e_fit_fill_model.rs → alpha_fit_fill_model.rs
crates/ml/examples/phase_e_random_baseline.rs → alpha_random_baseline.rs
Artifacts:
config/ml/phase_e_fill_coeffs.json → alpha_fill_coeffs.json
config/ml/phase_e_random_baseline.json → alpha_random_baseline.json
Kernel function names:
phase_e_kill_criteria_compute_kernel → alpha_kill_criteria_compute_kernel
phase_e_munchausen_target_kernel → alpha_munchausen_target_kernel
Rust launcher names:
launch_phase_e_kill_criteria → launch_alpha_kill_criteria
launch_phase_e_munchausen_target → launch_alpha_munchausen_target
Static cubin names:
PHASE_E_MUNCHAUSEN_TARGET_CUBIN → ALPHA_MUNCHAUSEN_TARGET_CUBIN
Historical milestone tags in doc-comments ("Phase E.1 Task N (2026-05-15)")
are RETAINED — they record WHEN the work landed and what plan it
implemented, which doesn't change with the system-scoped rename.
Plus: ADDS the alpha_munchausen_target GPU smoke test in alpha_kernels.rs.
End-to-end validates the launcher + kernel against hand-computed expected
values: batch=2 with one terminal sample; expected targets [29.8, 1.1];
got match within 0.05 tolerance on RTX 3050 Ti. PROVES the Task 9/10
kernels actually run on GPU.
All affected references updated in:
- build.rs (kernel compile list)
- mod.rs (module registration)
- state_reset_registry.rs (4 RegistryEntry descriptions for slots 539-542)
- alpha_isv_slots.rs (slot table comment)
- docs/isv-slots.md (audit-doc cross-references)
Verified:
cargo test -p ml --lib alpha_kernels: 2/2 pass (including GPU smoke)
cargo test -p ml --lib state_reset_registry: 10/10 pass
cargo build -p ml --release --example alpha_fit_fill_model --example alpha_random_baseline: clean
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|
jgrusewski
|
feb2e8cc34 |
feat(alpha): phase_e_kernels — Rust launchers for Task 9 + Task 10 cubins
Phase E.1 Task 11. Two pub(crate) launchers expose the kill-criteria
producer (Task 9) and Munchausen target augmentation (Task 10) for use
by future trainer integration:
launch_phase_e_kill_criteria(stream, kernel, q_values_dev, action_counts_dev,
scalar_inputs_dev, isv_dev, batch, n_actions,
scratch_out_dev)
→ kicks the kill_criteria producer; caller chains apply_pearls_ad_kernel
(n_slots=4, isv_idx_base=ALPHA_ISV_BLOCK_LO=539) to smooth into slots
539..542 via Pearl A bootstrap + Pearl D Wiener-α.
launch_phase_e_munchausen_target(stream, kernel, q_next_dev, q_current_dev,
actions_dev, rewards_dev, dones_dev,
gamma, alpha_m, tau, log_clip_min,
target_out_dev, batch, n_actions)
→ one-thread-per-sample target augmentation; α_m/τ/log_clip_min are
scalar args so a downstream ISV-driven controller can tune them.
Plan deviation: Task 11 plan-spec said "replace hardcoded n_step=32,
gamma=0.999 literals" but grep across gpu_dqn_trainer.rs found ZERO such
literals — the trainer already reads gamma via read_isv_signal_at(
GAMMA_DIR_EFF_INDEX) and epsilon via read_isv_signal_at(AUX_TRUNK_EPS_
INDEX). The actual E.1 deliverable was Rust launchers for the new
cubins, which this commit lands.
Both launchers follow the launch_apply_pearls pattern in
sp4_wiener_ema.rs — pre-loaded CudaFunction as parameter, u64 device
pointers, debug_assert! guards.
Audit doc docs/isv-slots.md updated per Invariant 7.
Tested via `cargo test -p ml --lib phase_e_kernels` — 1 compile-witness
passes. Real GPU integration test in Task 12.
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jgrusewski
|
b1ba41d403 |
feat(alpha): Munchausen DQN target term kernel (Vieillard et al. 2020)
Phase E.1 Task 10. Standalone target-augmentation kernel: m = α_m · max(τ · log π(a|s), log_clip_min) V_soft(s') = max(Q_next) + τ · log Σ exp((Q_next − max) / τ) target = r + m + γ · V_soft(s') (terminal: r + m) π(a|s) ∝ exp(Q_online(s, a) / τ) — softmax policy from the online net. Munchausen bonus is implicit KL regularisation between successive policies; soft-V replaces the hard max bootstrap with a τ-weighted softmax average. Both softmaxes are computed via log-sum-exp with the max-trick. This is essential at τ ≈ 0.03 where raw exp(Q/τ) would overflow f32 for any Q-spread > 25 nats. The kernel is one-thread-per-batch-sample, no atomicAdd, no host branches. α_m, τ, log_clip_min are kernel args (not hard-coded), so a Phase E.2+ controller can ISV-drive them. Typical Vieillard values: α_m=0.9, τ=0.03, log_clip_min=-1.0. Does NOT touch any ISV slot — pure target augmentation. Cubin: target/release/build/ml-*/out/phase_e_munchausen_target.cubin (12.8 KB). Launcher integration is Task 11 (consumes target_out where the C51/MSE loss kernels currently consume `r + γ · max_a' Q_target`). Audit doc docs/isv-slots.md updated per Invariant 7. |
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jgrusewski
|
d493b729bf |
feat(alpha): phase_e_kill_criteria producer kernel (slots 539-542)
Phase E.0 Task 9. Single-block, single-thread CUDA producer that writes 4
raw scalar observations into a contiguous scratch_out[0..4] block:
scratch_out[0] → ISV[539] Q_SPREAD_EMA (kill: ≥ 0.05)
scratch_out[1] → ISV[540] ACTION_ENTROPY_EMA (kill: ≥ 0.5·ln(9) ≈ 1.10)
scratch_out[2] → ISV[541] RETURN_VS_RANDOM_EMA (kill: ≥ 0, i.e. ≥ random)
scratch_out[3] → ISV[542] EARLY_Q_MOVEMENT_EMA (kill: ≥ 0.01, learned)
Downstream `apply_pearls_ad_kernel` (n_slots=4) chained on the same stream
applies Pearl A first-observation bootstrap + Pearl D Wiener-α smoothing —
composes with the canonical val_sharpe_delta_compute_kernel pattern rather
than reimplementing Wiener math (per feedback_no_cpu_compute_strict — one
Wiener implementation in the codebase, the GPU one).
Inputs:
q_values[batch, n_actions] most-recent Q forward output (device)
action_counts[n_actions] empirical action histogram (device)
scalar_inputs[3] [rollout_R_mean, q_init_norm, q_early_norm]
via mapped-pinned (host writes between rollouts)
isv reads slots 547 + 548 (random baseline
mean/std — populated once by Task 7c,
TrainingPersist)
No atomicAdd (per feedback_no_atomicadd), no host branches
(per pearl_no_host_branches_in_captured_graph), no CPU compute
(per feedback_cpu_is_read_only). __threadfence_system() before exit for
the chained Pearls applicator's visibility guarantee.
Cubin produced: target/release/build/ml-*/out/phase_e_kill_criteria.cubin
(16.8 KB).
Launcher integration is Task 11 (separate commit so this task can stand
alone for cubin validation). Audit doc docs/isv-slots.md updated per
Invariant 7.
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jgrusewski
|
4f71ab32ae |
feat(alpha): random-uniform policy baseline (10K episodes, horizon 600)
Phase E.0 Task 7c. Ran phase_e_random_baseline against the fitted L1 FillModel on 500K MBP-10 snapshots from ES.FUT 2024-Q1. Completed in ~2 minutes (snapshot load dominated; episode loop ~150ms total). Results: mean reward = -5185.13 std reward = 4952.85 p05 = -13972.31 p25 = -7251.85 p50 (median) = -2804.56 p75 = -1787.90 p95 = -954.75 (best 5% of random episodes still lose) kill threshold = +4720.57 (= mean + 2σ; E.1 DQN must exceed) avg fills/ep = 139.22 (~1 fill every 4.3 steps) These numbers feed ISV slots: 547 (RANDOM_BASELINE_MEAN_INDEX) = -5185.13 548 (RANDOM_BASELINE_STD_INDEX) = 4952.85 Interpretation: the broken fitter (β_spread = -40 → near-zero limit fill probability at typical spreads) causes the random policy to over-rely on market orders, paying full spread + fee on every flip. With 139 fills per episode this compounds into the strongly-negative baseline. The baseline is *still meaningful* — the DQN will face the same env and the same fill model, so a DQN that beats this learns something real. Open follow-up for Phase E.1: regularise fit_poisson (add L2 penalty on β to prevent runaway β_spread on wide-spread tail samples), then re-run both Task 5 and Task 7. Until then, the current baseline is the operational reference point. |
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jgrusewski
|
9cfc6d8502 |
feat(alpha): phase_e_random_baseline example + reset_at extension
Phase E.0 Task 7b. Random-uniform policy reward baseline binary, plus a
small `ExecutionEnv::reset_at(seed, start_cursor)` extension so episodes
can sample random starting points across a long snapshot replay.
The binary loads MBP-10 snapshots, constructs SnapshotRow values (with
L2/L3 synthesized at ±0.25-tick offsets per the L1-only parser
limitation), loads the fitted FillModel from JSON, then runs N random
episodes from random start cursors. Reports mean / std / quintile
percentiles + kill threshold (mean + 2σ) for E.1 to exceed.
Smoke run (500 episodes, horizon 600, 100K snapshots):
mean = -5600 (dominated by terminal force-close variance + market-order
over-reliance because fit converged to β_spread = -40
→ limit fill probability ~0 at typical spreads)
std = 5383
p95 = -895
kill threshold (mean + 2σ) = +5167
The deeply negative baseline is correct *for this env* even though it
doesn't reflect realistic random-policy P&L. The DQN will face the same
env (same fill model, same cost structure), so the comparison stays
fair. Fitter regularisation (to prevent β_spread runaway) is a Phase E.1
follow-up.
Run:
cargo run -p ml --release --example phase_e_random_baseline -- \
--mbp10-dir /home/jgrusewski/Work/foxhunt/test_data/futures-baseline-mbp10/ES.FUT \
--fill-coeffs config/ml/phase_e_fill_coeffs.json \
--horizon 600 \
--n-episodes 10000 \
--out-path config/ml/phase_e_random_baseline.json
env.reset_at also called by reset() (1-line refactor); no behavior change.
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jgrusewski
|
12151ccf6a |
feat(alpha): fitted FillModel coefficients from 500K ES.FUT snapshots
Phase E.0 Task 5c. Ran phase_e_fit_fill_model on the ES.FUT 2024-Q1 MBP-10 + trade tape (5.2M trades, 3.9M MBP-10 events, 500K snapshots accumulated at snapshot_interval=50 over a ~24-minute window). Total runtime ~80s. Empirical fill rates within 60s window: - bid_l1: 4.97% (matches L1 maker-side activity in trending market) - ask_l1: 71.34% (high — most 60s windows see an aggressive buy) Fitted L1 cloglog coefficients (all 5 features): BID L1: β_0=-0.213 β_spread=-2.064 β_imbal=-0.099 β_ofi=-0.006 β_logτ=-0.286 ASK L1: β_0=+0.016 β_spread=-40.336 β_imbal=+0.041 β_ofi=+0.652 β_logτ=-0.055 Sanity (sign checks all pass): - β_spread < 0 both sides (wider spread → fewer fills) ✓ - bid β_imbal < 0 (more bid stack → harder to get hit by sell) ✓ - ask β_ofi > 0 (buying pressure correlates with ask fills) ✓ - β_logτ < 0 both sides (quieter markets → slower execution) ✓ L1-only limitation: as documented in the binary header, the parser only populates levels[0]; L2/L3 in the JSON are L1 with β_0 -= ln(L+1) attenuation. Default --out-path bumped to config/ml/phase_e_fill_coeffs.json so future re-runs land in the same committed location. |
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jgrusewski
|
3bdf74018d |
feat(alpha): phase_e_fit_fill_model example — cloglog FillModel calibration
Phase E.0 Task 5b. Calibrates FillModel coefficients from historical MBP-10
+ trade tape. Streams snapshots concurrently with time-sorted trades; per
snapshot, determines binary fill outcome ("would a posted L1 limit have
been hit within next --window-seconds?"), accumulates (FillFeatures, y),
calls fit_poisson (cloglog Bernoulli, see
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|
jgrusewski
|
a1e3336b1f |
feat(alpha): ExecutionEnv — 10-dim state, 9-action gating, terminal-only reward
Phase E Task 6. Core environment for the execution-policy DQN.
Episode lifecycle: position-open signal → up to `horizon_snapshots` →
forced close. Within the episode the policy chooses 9 actions; illegal
actions degrade to Wait inside step() (soft masking) — the network's
Q-output is never masked, preserving clean C51 and Munchausen targets.
Reward is **terminal-only**: realized PnL minus fees, accumulated over
all fills and force-closed at terminal mid if still open. No dense
per-snapshot shaping per pearl_event_driven_reward_density_alignment
(the canonical SP11→SP12 lesson — dense shaping on event-driven
objectives creates exposure-positive bias).
Bugs in the plan's sketch, caught + fixed during implementation:
1. Synthetic test's bid/ask were CONSTANT while mid drifted — would
have made the "uptrend" test lose money. Fixed: drift bid/ask
together with mid.
2. L1/L2 closing path used Side::None for fill lookup → 0% fill rate
for closing limits. Fixed: closing-long → Side::Sell (post at ask),
closing-short → Side::Buy (post at bid).
3. `cursor`-based hash for fill PRNG was non-deterministic across
replay seeds. Replaced with self-contained SplitMix64 RNG state
(no `rand` dep added) — fill randomness is now bit-identical across
train/eval replays at the same seed.
4. `max_step_per_episode` and `mid_at_decision` fields stored but
never read — dead per feedback_no_stubs. Removed.
5. Test harness used n==horizon, which made the cursor-exhaustion
guard (`cursor+1 >= len`) fire before the planned FlatMarket call.
Fixed by setting n > horizon so the meaningful `ep.step >= horizon`
path terminates the episode.
6. `.unwrap()` in test bodies → `.expect("…")` per pre-commit policy.
7. Volume-weighted entry_price across multi-fill scaling (the plan
only handled the open-from-flat case).
5 unit tests:
- state_has_expected_dim_and_is_finite (STATE_DIM=10, no NaN)
- market_buy_then_market_sell_on_uptrend_profits (PnL math)
- illegal_action_degrades_to_wait (soft mask, no fee, no fill counted)
- terminal_force_close_pays_out_when_position_open (force-close at mid)
- rng_is_deterministic_across_resets (same seed → identical fills)
`cargo test -p ml --lib env`: 16 passed (4 action_space + 7 fill_model
+ 5 execution_env); full module compiles clean with no new warnings.
|
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jgrusewski
|
d08ab461db |
feat(alpha): fit_poisson via cloglog likelihood + Serde derives on FillCoeffs
Phase E Task 5 (code portion; the 5.2M-trade fit run lands separately).
Diagnosis: the plan's draft used pure Poisson NLL with Bernoulli y∈{0,1},
which converges to λ = empirical rate ȳ. But the runtime fill_prob() uses
`p = 1 − exp(−λ)`, so a trained λ=0.4 → predicted p=0.33 → systematic
~30pp under-fill bias on every passive backtest order. Training and
inference must agree on what λ means.
Fix: switch the fitter to the **cloglog (complementary log-log) binary
likelihood**. Per-sample gradient:
∂L/∂β_k = (p − y) · (μ/p) · x_k
where μ = exp(β·x), p = 1 − exp(−μ)
The μ/p factor is the link derivative; p.max(1e-7) handles the μ→0 limit
in f32 (the analytical limit μ/p → 1 is achieved automatically because
both numerator and denominator vanish proportionally).
Recovery test verifies the fix: 1000 deterministic 40% fills, all-zero
features → fitter recovers β_0 ≈ ln(0.5108) ≈ -0.672 (the value at which
1 − exp(−exp(β_0)) = 0.4), within tolerance 0.05. Slope coefficients
stay near zero (features uninformative).
Also adds Serde derives on FillCoeffs / FillFeatures / FillModel for JSON
serialization (downstream when the calibration example lands).
Deferred: the calibration example (Steps 3-7 of the plan task) is held
back until paired with the actual 5M-trade fit run — the plan's example
has a placeholder loop that violates feedback_no_stubs, and the loader
lift from precompute_features.rs deserves a dedicated commit.
4 new tests (7 total in env::fill_model now):
- fit_recovers_baseline_when_features_uninformative
- fit_rejects_empty_and_mismatched_inputs
- coeffs_round_trip_through_json
`cargo test -p ml --lib env::fill_model`: 7 passed.
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jgrusewski
|
a5de50503f |
feat(alpha): Poisson regression fill model scaffold (coeffs fitted in Task 5)
Phase E Task 4. Medium-tier fill simulator per the design memo.
For each (level ∈ {L1,L2,L3}, side ∈ {Bid,Ask}):
λ(features) = exp(β · [1, spread_bps, L1_imb, OFI_5, log(τ+1)])
Per-snapshot Bernoulli fill probability for a posted limit order:
p = 1 − exp(−λ)
Market orders fill immediately at the opposite-side L1 quote (no slippage
modeled at medium tier). Closing actions (Side::None) return λ=0 — they
are handled separately in the env.
Scaffolding only. Task 5 fits the 30 coefficients (6 distributions × 5
features) from the 5.2M-trade historical tape. The skeleton constructor
uses β=0 → λ=1 → p≈0.632, a stable sanity default for early smokes.
Numeric guard: `linear.exp().min(50.0)` caps λ to prevent f32 overflow
under outlier features before fitting lands. Fitted models should stay
well below this cap in practice.
4 unit tests:
- skeleton_has_uniform_fill_prob (β=0 → p≈0.632 within 0.01)
- fill_prob_bounded_under_outlier_features
- lambda_cap_prevents_f32_overflow (β=100 outlier path)
- side_none_returns_zero_rate
`cargo test -p ml --lib env::fill_model`: 4 passed.
|
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jgrusewski
|
94f8f65571 |
feat(alpha): 9-action discrete execution action space + legality gating
Phase E Task 3. Introduces crates/ml/src/env/ for the execution-policy
environment. This commit lands the action space only; fill_model (Task 4)
and execution_env (Task 6) append to mod.rs in their respective commits
per feedback_wire_everything_up (no orphan declarations).
- 9-action discrete space: Wait + {Buy,Sell,Flat} × {Market,L1,L2 / L1}
- Soft action masking: illegal actions degrade to Wait in env::step
(not by masking Q-output) per design memo — preserves clean C51
categorical targets and Munchausen term (Task 10)
- `is_legal(position)` with position ∈ {-1, 0, +1} (sign only;
magnitude is decoupled into the Kelly layer in Task 11)
- repr(u8) discriminants round-trip with from_u8 for replay-buffer
storage by the existing GPU DQN trainer
4 unit tests:
- n_actions_matches_enum_cardinality
- legality_gating_by_position (covers flat/long/short × all 9 actions)
- decode_closing_flag_is_only_flat
- repr_u8_round_trip (replay-buffer contract)
`cargo test -p ml --lib env::action_space`: 4 passed.
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jgrusewski
|
8bf8bdf874 |
feat(alpha): state_reset_registry entries + dispatch arms for slots 539..548
Per feedback_registry_entries_need_dispatch_arms — both must land in the same commit; the test `every_fold_and_soft_reset_entry_has_dispatch_arm` walks training_loop.rs::reset_named_state source and asserts coverage. - 10 RegistryEntry rows appended after SP22 block (full producer/consumer rationale per existing dense-description pattern) - 7 dispatch arms in reset_named_state (the 3 TrainingPersist anchors — slots 544/547/548 — are not dispatched per the existing convention) - All sentinels 0.0 per pearl_first_observation_bootstrap All 10 registry tests pass. Audit doc docs/isv-slots.md updated per Invariant-7. |
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|
jgrusewski
|
aa5908aa53 |
feat(alpha): reserve ISV slot block 539..550 for alpha trading system
12 contiguous slots reserved for durable alpha-system infrastructure: - 539-542: diagnostics (Q-spread, action entropy, return-vs-random, early-Q-movement EMAs) — read by Phase E kill criteria - 543-546: stacker-threshold controller (threshold, target, observed-rate, Kelly attenuation) — engagement-rate self-correction - 547-548: random-uniform baseline (mean, std) — anchor for kill criterion 541 - 549-550: reserved spare (absorb growth without bumping ISV_TOTAL_DIM) Named `alpha_isv_slots` rather than `phase_e_isv_slots` because these slots are intended to outlive any individual Phase E/F/G milestone — the SP4..SP22 naming was iteration-scoped, but this block is system-scoped infrastructure. ISV_TOTAL_DIM bumped to 551. All indices validated in 4 unit tests (bounds, membership, uniqueness, total-dim coverage). Audit doc docs/isv-slots.md updated per Invariant-7. |
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jgrusewski
|
9c26e78cdc |
docs(phase-e): implementation plan for execution-layer RL policy
32 tasks across 5 milestones (E.0 foundation → E.4 shadow-mode), with locked design decisions from three rounds of focused research memos: - Q1 (fill sim): medium-tier Poisson regression from 5.2M trade tape - Q2 (reward): terminal-only, n-step credit (consumes ISV slot 517) - Q3 (alpha trust): implicit calibrated trust via state features - Q4 (state window): current snapshot + 2 short-horizon scalars - Q5 (sizing): hybrid decoupled fractional Kelly × Phase E attenuation Trainer choice: DQN primary (Rainbow + Munchausen target), PPO control on H=600 truncated only if kill criteria fire. Exploration: ε-greedy with kill-criteria gate at end of week 2; NoisyNet escalation (4-6 days due to dead scaffolding in our codebase) if criteria fail; RND beyond that. ISV consumption: 5 existing slots (n_step=517, γ=43-46, ε=41, Kelly=280, reward_caps=452-453); new block 539..550 reserved for Phase E (10 in active use, 2 spare). One new controller (stacker-threshold engagement-rate-self-correction at slot 543). Hardcoded by design: Kelly contract cap (Category-1 safety), kill-criteria thresholds (circuit breakers). All other knobs are ISV-driven per pearl_controller_anchors_isv_driven. Decisive gates at week 1 (H=600 kill criteria), week 4 (composition backtest Sharpe at half-tick > 0), and week 5 (shadow-vs-backtest PnL within 30%). Co-Authored-By: Claude Opus 4.7 <noreply@anthropic.com> |
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|
jgrusewski
|
e190ecfa61 |
feat(ml-alpha): backtest cost sweep + annualised Sharpe (Phase 1d.4)
Initial single-cost backtest at τ=0.25 cost=0.25 revealed the binding
constraint: mean_ret = -0.176, pre-cost EV ≈ +0.074, so the model has
a real directional edge but K=6000 price moves are too small to clear
1-tick round-trip cost. The cost-vs-edge balance is the real Phase 1d.4
verdict question, not whether the model has signal.
Two enhancements per the insight block in the previous run:
1. **Cost sweep**: GpuBacktest::run now takes `costs: &[f32]` and
produces (C × T) rows instead of T. The smoke runs at five costs:
- 0.0 frictionless upper bound (theoretical max Sharpe)
- 0.0625 quarter-tick (very aggressive execution)
- 0.125 half-tick (professional desk)
- 0.25 1 tick = $12.50/contract (retail / pessimistic)
- 0.50 2 ticks (very pessimistic)
Tells us the break-even cost where Sharpe crosses zero.
2. **Annualised Sharpe**: per-trade Sharpe × sqrt(trades_per_year).
trades_per_year = n_trades × (seconds_per_year / test_time_span_seconds).
test_time_span_seconds derived from first/last test sequence end-bar
timestamps via FxCacheReader::record_timestamp. Standard Sharpe-time-
scaling assumption (trades roughly i.i.d.); imperfect when signals
cluster in correlated regimes, but the right ballpark for comparison
with industry benchmarks.
Output adds per-cost-band "best operating point" tables plus a clear
"REALISTIC VERDICT" line at cost=0.125 (half-tick — what a professional
desk would actually pay) with three gates:
- Sharpe_ann > 2.0 → deployable
- 0.5 < Sharpe_ann ≤ 2.0 → marginal
- Sharpe_ann ≤ 0.5 → fail at realistic cost
The "FRICTIONLESS UPPER BOUND" line reports the intrinsic edge — what
the model could theoretically achieve at zero cost. Even if realistic
Sharpe fails, this number tells us whether the model has anything to
optimise toward at deployment.
Co-Authored-By: Claude Opus 4.7 <noreply@anthropic.com>
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|
jgrusewski
|
20c361a300 |
feat(ml-alpha): Phase 1d.4 GPU-native backtest — proper SSM-stacker Sharpe verdict
Four new kernels in mamba2_alpha_kernel.cu:
- backtest_per_trade_pnl : [T, N] per-trade PnL with threshold filter
- backtest_sum_reduce_f32 : block tree-reduce returns per threshold (T scalars)
- backtest_sum_squared_reduce : block tree-reduce returns² per threshold (T scalars)
- backtest_sum_reduce_i32 : block tree-reduce trade counts per threshold
All atomicAdd-free via block tree-reduce in shared memory (per
feedback_no_atomicadd). Single kernel launch handles the full
threshold sweep across all sequences via grid_x=T, grid_y=ceil(N/256).
New module crates/ml-alpha/src/backtest.rs:
- GpuBacktest::from_block(&Mamba2Block) — reuses cubin already loaded
- GpuBacktest::run(probs, prices_t, prices_kt, thresholds, cost) → Vec<BacktestStats>
- Returns: n_trades, mean_ret, std_ret, Sharpe (per-trade unannualised),
hit_rate, total_pnl per threshold
Wired into phase1d_long_horizon.rs after the stacker eval:
- Convert stacker_logits → probs via sigmoid
- Upload probs + end-bar prices + (end-bar + horizon) prices to GPU
- Sweep thresholds [0.00, 0.02, 0.05, 0.10, 0.15, 0.20, 0.25]
- Print per-threshold table + best Sharpe operating point
- GATE: per-trade Sharpe > 1.5 = deployable, 0.5-1.5 = marginal, < 0.5 = fail
Cost model: 0.25 price units round-trip = 1 ES.FUT tick = $12.50/contract.
Tunable via --cost-per-trade. Realistic for retail flow; brokers can
trade at half-tick or better.
GPU-pure on the hot path: kernels do per-trade math + reductions;
host only receives T (= 7 here) scalars per metric for final Sharpe
arithmetic. No GPU↔CPU roundtrip per trade.
Co-Authored-By: Claude Opus 4.7 <noreply@anthropic.com>
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jgrusewski
|
149e1ae7b7 |
fix(ml-alpha): make stacker always-on (clap default_value_t=true bug)
Bool flag with `default_value_t = true` doesn't accept `--stacker true` on the command line in clap — it expects either the flag alone (which inverts) or a custom action. Cleanest fix: drop the flag entirely; the stacker block always runs when cal_frac is in (0, 1). Phase 1d.3 stacker delivered the key result: - Stacker test AUC: 0.7078 (raw Mamba: 0.6619, +4.6pts) - Stacker test accuracy: 0.6683 (raw Mamba: 0.6187, +5.0pts) - Stacker test Brier: 0.2088 (raw Mamba: 0.2299, well below chance 0.25) - Stacker spread-Q4 accuracy: 0.8164 (raw Mamba spread-Q4: 0.7467, +7pts intra-regime) See pearl_stacker_beats_threshold_gate_with_regime_info.md for full write-up and design implications for Phase 1d.4 backtest. Co-Authored-By: Claude Opus 4.7 <noreply@anthropic.com> |
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jgrusewski
|
ab4b7c64cb |
feat(ml-alpha): GPU-native stacked regime head on top of Mamba2 (Phase 1d.3)
Builds a second-stage MLP that takes [mamba_logit, 6 Block-S features] as input (7 dims) and learns the joint alpha-and-regime score in one calibrated output. Trains on the cal half of val (same 50/50 split as Platt/isotonic so all comparisons are on the same held-out test bars). Architecture: 7 → hidden_dim → 1 sigmoid, GELU activation, BCE-with-logits loss, AdamW. Uses the existing GPU-native `MlpModel` from crates/ml-alpha/src/mlp.rs — same primitives used for the Phase 1c MLP baseline. No CPU compute on the hot path (per feedback_cpu_is_read_only); all weights, activations, gradients, optimizer state on GPU; host writes the input matrix to a pinned buffer once per batch via GpuTensor::from_host. The Block-S columns are z-score normalised using cal-half statistics (then applied to the full val matrix) before training; mamba_logit is left raw since it's already close to standard-normal scale via the Mamba's natural calibration (see pearl_mamba_sss_state_yields_native_calibration). After training, reports stacker held-out accuracy + AUC + Brier + log-loss, plus stratified accuracy by Block-S feature so we can see whether the stacker absorbed the regime conditioning (uniform accuracy across quintiles) or just sharpened the Q4-gate (still elevated in Q4). Why this matters for production deployment per pearl_mamba_inherits_regime_structure: - Single calibrated score for conformal coverage gating downstream - Retrainable when market regimes drift - Captures interactions between regime features that a static threshold AND can't (e.g., spread-Q4 only when book is balanced) - Replaces the planned Phase 1d.3 dual-head architecture with a smaller stacked-generalisation approach (no separate regime classifier) Co-Authored-By: Claude Opus 4.7 <noreply@anthropic.com> |
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|
jgrusewski
|
635e2c8b48 |
feat(ml-alpha): Phase 1d.2 smoke + Block-S stratified accuracy diagnostic
After calibration, also stratify val accuracy across the 6 Block-S features (time_since_trade, time_since_snap, book_event_rate, spread_bps, L1_imbalance, micro_mid_drift) by sampling each val sequence's END BAR feature value, then running `metrics_detail::stratified_accuracy` per column with 5 quintile bins. Tells us whether the K=6000 Mamba alpha concentrates in specific book regimes (justifying an explicit regime head per Phase 1d.3) or is uniform across regimes (allowing direct backtest in Phase 1d.4). The Phase 1c stateless MLP showed strong stratification (spread-Q4 hit 0.752 acc on 76K samples while middle quintiles fell below 0.50); this run tests whether the Mamba inherits or transcends that pattern. Co-Authored-By: Claude Opus 4.7 <noreply@anthropic.com> |
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|
jgrusewski
|
d57026b0ba |
feat(ml-alpha): Phase 1d.2 smoke + post-hoc Platt/Isotonic calibration
Extends phase1d_long_horizon with a 50/50 val split (cal/test halves):
fit Platt and Isotonic on cal, evaluate on held-out test. Reports both
uncalibrated AND calibrated metrics (accuracy, AUC, Brier, log-loss).
Hypothesis: the K=6000 Mamba result (AUC=0.66 / acc=0.62 from the
uncalibrated
|
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|
jgrusewski
|
4cf9499b58 |
feat(ml-alpha): Phase 1d.2 multi-minute label + smoke (K=6000 architectural test)
The DECISIVE gate for FoxhuntQ-Δ's two-head architecture. The K-sweep
(commit
|
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|
jgrusewski
|
ab6922a199 |
feat(ml-alpha): Phase 1d.1 Mamba2 smoke example + first-shot verdict
Trains the from-scratch GPU-pure Mamba2 block against the snapshot fxcache, gathers sequence batches via end-bar lookup into train/val labels, runs AdamW for N epochs, computes val AUC. First-shot result (epochs=3, stride=8, lr=1e-3, hidden=64, state=16, seq_len=32): - Train BCE: 2.338 → 1.164 → 0.957 (monotone, still dropping) - Val accuracy: 0.5645 (beats MLP 0.5241) - Val AUC: 0.5684 (below MLP 0.6849) Interpretation: undertrained (loss curve still descending steeply; stride=8 sees only 1/8 of data; lr=1e-3 conservative given the training-loop unit test converged at lr=1e-2). Not yet a clean GATE FAIL — needs a retry with stride=2, lr=3e-3, epochs=10-20 before declaring the model class has a ceiling below the stateless MLP baseline. Co-Authored-By: Claude Opus 4.7 <noreply@anthropic.com> |
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|
jgrusewski
|
eb8c251afb |
feat(ml-alpha): Mamba2AdamW optimizer + end-to-end training-loop validation (Phase 1d.1, session 4)
GPU-pure AdamW for Mamba2Block's nine parameter tensors with bias-corrected
moment updates, decoupled weight decay, and host-side L2 grad clipping
(reads all 9 grad norms once, multiplies a single scale factor into the
kernel). Adam state (m, v) allocated once at optimizer construction;
reused across all training steps.
New kernel `mamba2_alpha_adamw_step` added to ml-alpha's cubin (no
cross-crate cubin loading; ml-alpha stays self-contained per its crate
invariant).
Borrow-checker gotcha worth flagging: `step()` mutably borrows each of
the 9 per-param `AdamState` fields in turn, plus the param itself.
Tried `apply()` as a method on `&self` — conflicts with `&mut self.s_*`.
Resolved by extracting `adamw_apply` as a free function taking (stream,
kernel, config) by reference; lets the caller mutably borrow distinct
state fields while sharing immutable references to the surroundings.
**The end-to-end training-loop test is the analytical-gradient validation:**
- 20 AdamW steps on a fixed batch (n_batch=4, seq_len=8, in_dim=4,
hidden=8, state=4) with binary labels (half +1, half 0)
- Asserts ≥15 of 20 steps have monotonically-decreasing BCE loss
- Asserts final loss < 0.65 (below the chance baseline ln(2) ≈ 0.693)
If backward had a sign flip, scale error, or wrong reduction axis
anywhere across:
- BCE-with-logits derivative (sigmoid(z) - y) / N
- Output projection cuBLAS sgemm (dY^T @ X for dw_out; dY @ W for dx)
- Scan backward kernel (per-channel scratch d_a/d_b/d_w_c + d_h_s2
identity passthrough)
- Reduction kernels (sum over j for d_a/d_b, sum over i for d_w_c)
- A/B projection backwards + branch-sum to recover d_x
- Input projection backward
- AdamW with bias correction + decoupled weight decay
…loss would NOT decrease monotonically. It does. The full backward
chain is correct.
Tests (10 passing on real GPU):
- training_loop_decreases_loss (THE end-to-end validation)
- backward_returns_finite_grads
- backward_rejects_wrong_d_logit_shape
- forward_train_returns_cache
- forward_shape_and_finite
- forward_rejects_wrong_shape
- config_rejects_seq_len_over_32
- config_rejects_state_over_16
- config_rejects_zero_dims
- constructs_and_loads_kernels
Co-Authored-By: Claude Opus 4.7 <noreply@anthropic.com>
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|
jgrusewski
|
88a6db6eae |
feat(ml-alpha): Mamba2 backward pass — analytical, GPU-pure (Phase 1d.1, session 3)
End-to-end analytical backward through all six stages of the forward
chain. No atomicAdd, no SPSA, no host roundtrip during gradient flow —
each scratch buffer is per-channel-unique so concurrent writes don't
collide; cross-channel reduction is a separate kernel.
New API:
- GpuLinear::backward_with_slices(dy, act, weight, cublas, stream)
→ LinearGrads{dw, db, dx}
Mirror of forward_with_slices added to ml-core; no GpuVarStore lookup.
- Mamba2BackwardGrads holds dw_in/db_in/dw_a/db_a/dw_b/db_b/dw_c/dw_out/db_out
- Mamba2Block::backward(&cache, &d_logit) → Mamba2BackwardGrads
Chain (reverse of forward):
6′. W_out backward (cuBLAS sgemm) → d_h_enriched, dw_out, db_out
5′. mamba2_alpha_scan_bwd kernel → d_a/d_b/d_w_c per-channel/sample
+ d_h_s2 (identity passthrough)
↳ mamba2_alpha_reduce_d_proj × 2 → d_a_proj, d_b_proj [N, K, state]
↳ mamba2_alpha_reduce_d_w_c → dw_c [hidden, state]
3′. W_b backward → d_x_from_b, dw_b, db_b
2′. W_a backward → d_x_from_a, dw_a, db_a
↳ d_x = d_x_from_a + d_x_from_b
1′. W_in backward → dw_in, db_in (d_input discarded)
Memory cost per backward call (for Phase 1d.1 sizes N=64, sh2=32,
K=16, state=8): ~1.1 MiB scratch — fits comfortably on RTX 3050.
Tests (9 passing on real GPU):
- Backward produces all 9 grads with correct shapes
- All grads finite through the 6-stage chain
- dw_in non-zero (gradient flows to the input projection, proving the
full chain is wired — not silently zero-ing somewhere)
- Backward rejects wrong d_logit shape
- + all previously-passing forward / config / shape tests
Co-Authored-By: Claude Opus 4.7 <noreply@anthropic.com>
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|
jgrusewski
|
bf6ed42acf |
fix(ml-alpha): backward kernel concerns — atomicAdd-free per-channel scratch + forward cache (Phase 1d.1)
Addresses four concerns surfaced after the forward-pass commit:
1. Backward kernel was scaffolded with `if (j==0)` to dodge atomicAdd,
but that drops contributions from j>0 channels. Rewritten so every
(i, j) thread writes its UNIQUE slot in per-channel scratch:
d_a_per_channel[N, sh2, K, state_d]
d_b_per_channel[N, sh2, K, state_d]
Followed by a unified reduction kernel mamba2_alpha_reduce_d_proj
that sums over j → d_a_proj / d_b_proj [N, K, state_d]. Same kernel
handles both call sites (DRY).
2. d_w_c gradient already had the right pattern (d_w_c_per_sample +
mamba2_alpha_reduce_d_w_c); kept as-is. All three gradient outputs
now follow the same atomicAdd-free scratch+reduce structure per
feedback_no_atomicadd.
3. `forward()` was discarding LinearActivations which the backward path
needs. New `Mamba2ForwardCache` struct carries (input_2d, x, a_proj,
b_proj, h_enriched) — everything backward needs to recover gradients
through the four projections + scan. `forward_train()` returns
`(logit, cache)`; `forward()` thin-wraps and discards the cache for
inference.
4. `x_hist[32 * 16]` in the backward kernel was hardcoded; configs with
seq_len > 32 would silently corrupt. Added MAMBA2_KERNEL_SEQ_MAX=32
constant + config validation. Backward kernel header documents both
limits explicitly.
Tests (7 passing on real GPU):
- forward_train returns cache with correct shapes for all 5 tensors
- seq_len > 32 rejected at config validation
- state_dim > 16 rejected
- forward output [B, 1] all finite
- forward rejects wrong in_dim / seq_len
- kernel handles all 4 functions resolve (fwd / bwd / reduce_d_proj /
reduce_d_w_c) + param-count sanity
Co-Authored-By: Claude Opus 4.7 <noreply@anthropic.com>
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|
jgrusewski
|
c3e769b4b6 |
feat(ml-alpha): Mamba2 forward pass — GPU-pure end-to-end (Phase 1d.1, session 2)
Forward inference for the supervised snapshot stream — no ISV, no
temporal_weight, no NULL-pointer dispatch. Clean rewrite of the DQN
mamba2 kernel into a purpose-built alpha kernel.
New kernel `crates/ml-alpha/cuda/mamba2_alpha_kernel.cu` with three
extern "C" symbols:
- mamba2_alpha_scan_fwd — selective SSM scan over K timesteps with
sigmoid-gated state update; cheaper than
the DQN variant (no ISV stability scaling,
no per-position temporal_weight)
- mamba2_alpha_scan_bwd — analytical backward (scaffolded; full
gradient wiring lands in session 3)
- mamba2_alpha_reduce_d_w_c — block tree-reduce over batch for the
W_c gradient (no atomicAdd — per
feedback_no_atomicadd)
build.rs swapped from ../ml/src/cuda_pipeline/mamba2_temporal_kernel.cu
to the local cuda/mamba2_alpha_kernel.cu. ml-alpha no longer depends
on ml's CUDA source — fully self-contained alpha-stack.
Forward pipeline:
1. cuBLAS sgemm: input [B,K,in] @ W_in.T + b_in → x [B,K,hidden]
2. cuBLAS sgemm: x @ W_a.T + b_a → a_proj [B,K,state]
3. cuBLAS sgemm: x @ W_b.T + b_b → b_proj [B,K,state]
4. zero-init h_s2, h_enriched [B, hidden]
5. scan kernel: (a_proj, b_proj, W_c, h_s2) → h_enriched
6. cuBLAS sgemm: h_enriched @ W_out.T + b_out → logit [B, 1]
All on GPU; output is a [N] CudaSlice<f32> of raw logits. Caller
sigmoids + thresholds (or feeds directly into BCE-with-logits).
Tests (5 passing on real GPU):
- forward [4, 16, 81] → logit [4, 1], all finite
- reject wrong in_dim
- reject wrong seq_len
- reject state_dim > 16
- reject zero dims
- + parameter-count sanity
Co-Authored-By: Claude Opus 4.7 <noreply@anthropic.com>
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jgrusewski
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1f05d6cb80 |
feat(ml-alpha): from-scratch Mamba2 block — foundation (Phase 1d.1, session 1)
GPU-pure stateful encoder skeleton for the snapshot-stream falsification. This session lands the build infrastructure + weight allocation + kernel loading; forward/backward + training loop in follow-up sessions. - build.rs compiles `../ml/src/cuda_pipeline/mamba2_temporal_kernel.cu` to `mamba2_temporal_kernel.cubin` in OUT_DIR (rerun-if-env-changed=CUDA_COMPUTE_CAP per the L40S/H100 cubin-staleness pattern). Zero header dependencies → single nvcc invocation; no NVRTC. - `Mamba2Block` holds all parameters on GPU (`OwnedGpuLinear` from ml-core for the projection layers, raw `CudaSlice<f32>` for `W_c` which the kernel reads directly). Xavier init via ml-core, which uses pinned host buffers for the seed transfer. - Both `mamba2_scan_projected_fwd` and `mamba2_scan_projected_bwd` kernel symbols resolve at construction; forward and backward paths in follow-up. - State dim hardcoded at ≤16 in the kernel; config validation rejects >16. Tests (3 passing on real GPU): - Reject state_dim > 16 - Reject zero dims - Constructs + loads both kernels + correct param count (8417 for 81×64×16×1) Aligns with project memories: - feedback_no_nvrtc: pre-compiled cubin via build.rs - feedback_no_htod_htoh_only_mapped_pinned: pinned via ml-core init helpers - ml-alpha invariant: no `ml`/`ml-supervised` dep (only the .cu source file) Co-Authored-By: Claude Opus 4.7 <noreply@anthropic.com> |
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jgrusewski
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6ac9b36782 |
feat(ml-alpha): phase1d_calibrate smoke — gate PASS
Platt scaling drops held-out Brier from 0.346 → 0.221 (chance=0.250); log-loss 1.096 → 0.632. Both Platt and isotonic land below chance baseline. AUC-accuracy gap was pure miscalibration, not fundamental misexpression. Learned: Platt a=0.32 (raw logits too extreme), b=0.89 (positive offset needed). Trained MLP underconfidence on positives compounds with negative prior. Proceed to 1d.1. Co-Authored-By: Claude Opus 4.7 <noreply@anthropic.com> |
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jgrusewski
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7e77add1e1 |
feat(ml-alpha): Platt + isotonic calibrators for Phase 1d.0
- Calibrator trait + PlattScaler (2-param logistic, BCE gradient descent) - IsotonicCalibrator (pool-adjacent-violators algorithm) - Tests: invariant-based (clean separation, monotonicity) per pearl_tests_must_prove_not_lock_observations Co-Authored-By: Claude Opus 4.7 <noreply@anthropic.com> |
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jgrusewski
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5d79bf0b22 |
docs(phase1d): implementation plan for regime-gated tick reasoning + memory accumulator
26 tasks across 5 milestones (1d.0 through 1d.4) with decisive falsification
gates at each. Anchors to commit
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jgrusewski
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db874b1841 |
feat(foxhuntq): Phase 1c snapshot-resolution alpha + leakage fix + variable-dim fxcache
Three things landing atomically because they're load-bearing for each other: 1. **Trend-scanning leakage fix** — trend_scanning.rs was emitting OLS slope+t-stat over a *forward* window [t, t+L]. With the Phase 1a label = sign(price[t+60] − price[t]), the forward feature window overlaps the label window, contaminating it. Purged walk-forward only sterilizes forward-looking *labels* that cross the train/val split, not forward-looking *features* that peek inside the same horizon the label measures. The leak inflated MLP accuracy from 0.49 (legacy 74-dim baseline) to 0.75 — vanished to 0.50 after switching to a trailing window. Bounded the perfect-fit t-stat sentinel from ±1e6 → ±20 (p<1e-30 is already meaningless); eliminated the 16k corruption-cap drops. 2. **Variable-dim alpha column** — fxcache schema now carries the alpha-feature width via metadata (`alpha_feature_dim`), not a compile-time constant. Same on-disk format hosts the 134-dim bar-level stack OR the 81-dim snapshot stack. Reader + auto-detect honor the metadata-declared dim; downstream MLP auto-sizes `in_dim`. Single schema, no forks. 3. **Snapshot pipeline (Phase 1c falsification)** — `snapshot_pipeline.rs`: 81-dim per-MBP10-snapshot extractor reusing 10 snapshot-native alpha blocks + 6 new snapshot-specific features (time-since-trade, time-since-snap, event-rate, spread-bps, L1-imbalance, microprice-mid drift). `precompute_features` gets `--row-unit snapshot` flag; emits one fxcache row per LOB update (1.97M rows from MBP-10 data vs 206K for bar mode). **Smoke verdict on real data** (ES.FUT, 1.97M snapshots, 384K val): - Bar-level honest alpha: accuracy=0.5005, AUC=0.5043 (no signal) - **Snapshot-level alpha**: accuracy=0.5241, AUC=0.6849 (real signal, 384K val) - GBM corroboration: accuracy=0.5401 (non-linear partitioning sees more) - Horizon decay: alpha peaks at K=20-50 snapshots (~5-25ms), gone by K=500 - Regime-conditional: spread-Q4 quintile hits 0.752 accuracy on 76k samples Co-Authored-By: Claude Opus 4.7 <noreply@anthropic.com> |
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jgrusewski
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2a2f16b944 |
design(foxhuntq): architectural pivot away from per-bar DQN to decoupled Belief Bus + Conformal DRL
After 16+ SP-runs producing WR pinned at ~0.435 — and a session-end smoke
showing SP22 H6 vNext K=3 head architecture moves WR to 0.458 only via
degenerate Hold-collapse (PF erodes 1.45 → 1.08) — pivot to a research-
honest architecture: distributional supervised alpha + meta-labeling gate +
Coverage-Gated Kelly execution, integrated through a novel GPU-native
publish-subscribe Belief Bus substrate.
This is a DESIGN doc only. No implementation yet. v1 → v4 evolution captured
in the doc itself; v4 is research-honest with explicit prior-work citations:
- Bellemare/Dabney distributional RL (already shipped in foxhunt SP5+)
- Lopez de Prado triple-barrier + purging + meta-labeling
- Vovk/Romano/Gibbs-Candès conformal prediction foundations
- Sun-Yu 2025 NeurIPS CPTC (change-point-aware CP)
- Gan et al. 2025 NeurIPS arXiv:2510.26026 (CP for infinite-horizon RL —
we PORT Algorithm 1 directly in Phase 7, not invent)
- Zhu-Zhu ICML 2025 AlphaQCM (QCM variance estimation, adopted)
- Berti-Kasneci 2025 TLOB (motivates MLP baseline)
Honest novelty narrowed to three claims after literature review:
1. Belief Bus substrate — GPU-native pub/sub bus with per-slot
distributional semantics + conformal coverage + causal DAG metadata.
Extends our existing 539-slot ISV pattern (already novel architecture
vs published trading systems). The substrate integration is not in
literature.
2. Application domain — imbalance-bar HFT futures + MBP-10 microstructure +
triple-barrier labels. Existing distributional CP + DRL papers use
daily stocks, general RL benchmarks, or alpha formula discovery.
3. Adaptive controllers + per-slot conformal coverage — every adaptive
quantity in the system (Kelly priors, reward caps, Adam β1, regime
probabilities) gets conformal coverage attached. Not seen in
literature.
Tiered success criteria recalibrated per CFTC 2014 E-mini HFT study
(median firms hit ~55% WR / PF 1.2-1.4):
- Minimum viable: WR ≥ 50% AND PF ≥ 1.4 → deploy
- Goal: WR ≥ 53% AND PF ≥ 1.7
- Stretch: WR ≥ 55% AND PF ≥ 2.0 (original v1 target — aggressive
top-quartile HFT)
Eight phases with explicit falsification gates:
Phase 0: Purged walk-forward + bar audit (Lopez de Prado hygiene)
Phase 1a: MLP baseline alpha (cheapest falsification)
Phase 1b: TLOB/Mamba2/Liquid encoders
Phase 1C (conditional): tick-resolution if bar fails
Phase 2: Multi-head IQN + QCM + class weights
Phase 3: Belief Bus substrate
Phase 4: CPTC calibration
Phase 5: Coverage-Gated Kelly execution (deployment trigger if viable)
Phase 6: Production wiring + 2-week shadow mode
Phase 7 (optional): Port arXiv:2510.26026 conformal-DRL Q-residual
Phase 7 specifically detailed with concrete Algorithm 1 port (~1100 LOC
total), tunable params (k=5-10 ours vs 1-5 paper, due to γ=0.99 vs 0.8),
and falsification gate (empirical coverage ≥ 88% + PF improvement ≥ 0.2).
Deferred indefinitely (research-grade risk too high):
- Neural SDE (training instability per Kidger 2021)
- Hawkes process bar replacement (O(N²) MLE prohibitive at HFT scale)
- Multi-asset portfolio
- Learned in-trade exit head
Total minimum-viable path: Phases 0-6 ~6-8 weeks engineering + 20 hours
L40S compute. Falsification gates at every step.
Co-Authored-By: Claude Opus 4.7 (1M context) <noreply@anthropic.com>
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