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foxhunt/crates/ml/examples
jgrusewski 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.
2026-05-15 18:28:25 +02:00
..