Add paired confidence intervals (E2), fixed-beta validation curve (E5), and mask-realization check
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+25
-5
@@ -22,7 +22,8 @@ import os
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import numpy as np
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import torch
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from semantic_mac import (EmbeddingPool, affinity_matrix, matched_filter,
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from semantic_mac import (TAU, EmbeddingPool, affinity_matrix,
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matched_filter,
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demux_lmmse, demux_dr, sample_latents_pool,
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random_orthogonal, learn_structure_spectral,
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subspace_error, metrics,
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@@ -209,8 +210,14 @@ def main():
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f.write(f"spectral_err={err_spec}\nadapter_err={err_ad}\n")
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# --- performance ladder vs SNR (held-out pool sentences) ---------------
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def inst_cos(e_hat, x_true):
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"""Per-instance cosine (batch, U) without consuming any RNG."""
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e_n = e_hat / (np.linalg.norm(e_hat, axis=2, keepdims=True) + 1e-12)
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return (e_n * x_true).sum(-1)
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snrs = list(range(0, 21, 4))
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rows = []
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paired = []
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for s in snrs:
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rho = 10 ** (s / 10)
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z, x = gen_clean(pool, BATCH_EVAL, a, R, rng, idx_pool=IDX_EVAL)
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@@ -218,22 +225,35 @@ def main():
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r = {}
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lm, _ = demux_lmmse(tilde, B, h, rho)
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r["LMMSE"] = metrics(lm, x)
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r["DR-spec"] = metrics(demux_dr(tilde, B, h, rho, a, V_spec), x)
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r["DR-adapt"] = metrics(
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demux_dr(tilde, B, h, rho, a, W_ad.T[:, :DC]), x)
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out_spec = demux_dr(tilde, B, h, rho, a, V_spec)
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out_adapt = demux_dr(tilde, B, h, rho, a, W_ad.T[:, :DC])
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r["DR-spec"] = metrics(out_spec, x)
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r["DR-adapt"] = metrics(out_adapt, x)
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r["DR-oracle"] = metrics(demux_dr(tilde, B, h, rho, a, V_true), x)
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rng_c = np.random.default_rng(91000 + s)
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r["OMA"] = metrics(oma_observe(x, h, rho, rng_c), x)
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r["NOMA"] = metrics(demux_noma_genie(x, h, rho, rng_c), x)
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rows.append(r)
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# paired spec-vs-adapter error difference on the SAME channel draws
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err_s = (inst_cos(out_spec, x) < TAU).astype(float).ravel()
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err_a = (inst_cos(out_adapt, x) < TAU).astype(float).ravel()
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d_i = err_s - err_a
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se = float(d_i.std(ddof=1) / math.sqrt(d_i.size))
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paired.append((s, float(err_s.mean()), float(err_a.mean()),
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float(d_i.mean()), se))
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print(f"snr={s:2d} " + " ".join(
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f"{k}:cos={v[0]:.3f},ser={v[2]:.3f}" for k, v in r.items()))
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f"{k}:cos={v[0]:.3f},ser={v[2]:.3f}" for k, v in r.items())
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+ f" paired_diff={d_i.mean():+.5f} se={se:.5f}")
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keys = ["OMA", "NOMA", "LMMSE", "DR-spec", "DR-adapt", "DR-oracle"]
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with open(os.path.join(DATA, "e2_ladder.csv"), "w") as f:
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f.write("snr," + ",".join(f"{k}_cos,{k}_nmse,{k}_ser" for k in keys) + "\n")
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for s, r in zip(snrs, rows):
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f.write(f"{s}," + ",".join(
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f"{r[k][0]},{r[k][1]},{r[k][2]}" for k in keys) + "\n")
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with open(os.path.join(DATA, "e2_paired.csv"), "w") as f:
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f.write("snr,ser_spec,ser_adapt,mean_diff,se_diff\n")
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for row in paired:
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f.write(",".join(str(v) for v in row) + "\n")
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# figures are produced only by the canonical replot_all.py (uniform
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# geometry); experiment scripts write CSVs exclusively.
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+20
-2
@@ -70,6 +70,14 @@ def main():
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print(f"learned receiver parameters: {n_par}")
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opt = torch.optim.Adam(net.parameters(), lr=1e-3)
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train_log = []
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# fixed validation batch at beta=0.5 (dedicated RNG, so the training
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# stream is untouched); evaluated every 100 steps as convergence
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# evidence for the fixed training budget
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rng_v = np.random.default_rng(777)
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z_v, tilde_v, h_v, a_v, B_v = gen_batch(rng_v, 2000, 0.5)
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zv_t = torch.tensor(z_v, dtype=torch.float32)
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tv_t = torch.tensor(tilde_v, dtype=torch.float32)
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val_log = []
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for it in range(STEPS):
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beta = float(rng.uniform(0.05, 0.9))
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z, tilde, h, a, B = gen_batch(rng, BATCH, beta)
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@@ -82,13 +90,23 @@ def main():
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opt.step()
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if (it + 1) % 50 == 0:
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train_log.append((it + 1, float(loss.item())))
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if (it + 1) % 100 == 0:
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with torch.no_grad():
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ov = net(tv_t)
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vloss = float((1.0 - (ov * zv_t).sum(-1)).mean())
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val_log.append((it + 1, vloss))
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if (it + 1) % 500 == 0:
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print(f" step {it+1}: loss={loss.item():.4f}")
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# convergence evidence for the fixed training budget
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print(f" step {it+1}: loss={loss.item():.4f} "
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f"val={val_log[-1][1]:.4f}")
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with open(os.path.join(DATA, "e5_train_log.csv"), "w") as f:
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f.write("step,loss\n")
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for st, lo in train_log:
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f.write(f"{st},{lo}\n")
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# fixed-beta validation curve (convergence evidence)
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with open(os.path.join(DATA, "e5_valcurve.csv"), "w") as f:
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f.write("step,val_loss\n")
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for st, lo in val_log:
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f.write(f"{st},{lo}\n")
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# evaluation across the affinity sweep
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betas = [0.05, 0.1, 0.2, 0.3, 0.4, 0.5, 0.6, 0.7, 0.8, 0.9]
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