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| """Reverse diffusion sampling with ReMDM remasking (Wang et al.). | |
| Strategies (Section 4.1): | |
| rescale: sigma = eta * sigma_max | |
| cap: sigma = min(eta, sigma_max) | |
| conf: per-token confidence-based remasking | |
| Loop mode (Section 4.2, Algorithm 3): | |
| Phase 1: standard MDLM decode, t in [1, t_on] | |
| Phase 2: constant alpha(t_on), remasking active | |
| Phase 3: standard MDLM decode, t in [t_off, 0] | |
| """ | |
| from __future__ import annotations | |
| from collections.abc import Callable | |
| from typing import Any | |
| import jax | |
| import jax.numpy as jnp | |
| from .schedules import ScheduleFn | |
| ModelApplyFn = Callable[ | |
| [Any, jnp.ndarray, jnp.ndarray, jnp.ndarray, Any | None], jnp.ndarray | |
| ] | |
| # Stability guards; values must match the minihack twin exactly. | |
| _SIGMA_DENOM_EPS = 1e-8 # sigma_max, posterior and temperature denominators | |
| _NUCLEUS_EPS = 1e-12 # renormalisation and log guards in nucleus sampling | |
| def _sigma_max(alpha_t: jnp.ndarray, alpha_s: jnp.ndarray) -> jnp.ndarray: | |
| """sigma_max = min(1, (1 - alpha_s) / alpha_t). [Eq. 7]""" | |
| return jnp.minimum(1.0, (1.0 - alpha_s) / jnp.maximum(alpha_t, _SIGMA_DENOM_EPS)) | |
| def sigma_rescale(alpha_t, alpha_s, eta): | |
| return eta * _sigma_max(alpha_t, alpha_s) | |
| def sigma_cap(alpha_t, alpha_s, eta): | |
| return jnp.minimum(eta, _sigma_max(alpha_t, alpha_s)) | |
| def sigma_conf(alpha_t, alpha_s, eta, psi, is_unmasked): | |
| """Per-token confidence remasking. Safe against all-masked rows.""" | |
| base = eta * _sigma_max(alpha_t, alpha_s) | |
| any_unmasked = jnp.any(is_unmasked, axis=-1, keepdims=True) | |
| neg_psi = jnp.where(is_unmasked, -psi, -jnp.inf) | |
| safe_neg_psi = jnp.where(any_unmasked, neg_psi, 0.0) | |
| eta_conf = jax.nn.softmax(safe_neg_psi, axis=-1) | |
| return jnp.where(is_unmasked, eta_conf * base, 0.0) | |
| _SIGMA_FNS = { | |
| "rescale": lambda a_t, a_s, eta, *_: sigma_rescale(a_t, a_s, eta), | |
| "cap": lambda a_t, a_s, eta, *_: sigma_cap(a_t, a_s, eta), | |
| "conf": lambda a_t, a_s, eta, psi, unm: sigma_conf(a_t, a_s, eta, psi, unm), | |
| } | |
| def _nucleus_sample(rng, logits, top_p): | |
| """Top-p sampling from [B, H, V] logits -> [B, H] int32.""" | |
| probs = jax.nn.softmax(logits, axis=-1) | |
| idx = jnp.argsort(-probs, axis=-1) | |
| sorted_p = jnp.take_along_axis(probs, idx, axis=-1) | |
| cum = jnp.cumsum(sorted_p, axis=-1) | |
| cutoff = cum - sorted_p | |
| sorted_p = jnp.where(cutoff >= top_p, 0.0, sorted_p) | |
| sorted_p = sorted_p / jnp.maximum(sorted_p.sum(axis=-1, keepdims=True), _NUCLEUS_EPS) | |
| B, H, V = logits.shape | |
| flat = sorted_p.reshape(B * H, V) | |
| tokens = jax.random.categorical(rng, jnp.log(flat + _NUCLEUS_EPS)).reshape(B, H) | |
| return jnp.take_along_axis(idx, tokens[..., None], axis=-1).squeeze(-1) | |
| def _decode(rng, logits, temperature, top_p): | |
| """Sample tokens from logits. Argmax only when temperature <= 0.""" | |
| if top_p is not None: | |
| return _nucleus_sample(rng, logits / jnp.maximum(temperature, _SIGMA_DENOM_EPS), top_p) | |
| if temperature > _SIGMA_DENOM_EPS: | |
| B, H, V = logits.shape | |
| scaled = logits / temperature | |
| return jax.random.categorical(rng, scaled.reshape(-1, V)).reshape(B, H) | |
| return jnp.argmax(logits, axis=-1) | |
| def sample_plan( | |
| model_apply: ModelApplyFn, | |
| params: Any, | |
| rng: jax.Array, | |
| obs: jnp.ndarray, | |
| num_actions: int, | |
| plan_horizon: int, | |
| num_steps: int, | |
| schedule_fn: ScheduleFn, | |
| remask_strategy: str = "cap", | |
| eta: float = 0.5, | |
| use_loop: bool = False, | |
| t_on: float = 0.55, | |
| t_off: float = 0.05, | |
| temperature: float = 1.0, | |
| top_p: float | None = None, | |
| history: jnp.ndarray | None = None, | |
| hist_len: jnp.ndarray | None = None, | |
| ) -> jnp.ndarray: | |
| """Generate an action plan via reverse diffusion with ReMDM remasking. | |
| Implements ReMDM Algorithm 1 (Wang et al.): per-token Bernoulli | |
| unmasking via the approximate posterior, remasking w.p. sigma from the | |
| Section 4.1 schedules, optional Section 4.2 loop mode. The | |
| minihack twin is src/diffusion/sampling.py:remdm_sample. | |
| When ``history``/``hist_len`` are given, positions ``0..hist_len[b]-1`` | |
| are locked to ``history`` (Diffuser-style inpainting): never remasked, | |
| never re-decided. With both ``None`` the computation is identical to | |
| the unlocked sampler. | |
| Returns: | |
| actions: [B, H] int32. | |
| """ | |
| B = obs.shape[0] | |
| mask_id = num_actions | |
| mask_val = jnp.array(mask_id, dtype=jnp.int32) | |
| lock = history is not None | |
| if lock: | |
| pos = jnp.broadcast_to(jnp.arange(plan_horizon)[None, :], (B, plan_horizon)) | |
| lock_mask = pos < hist_len[:, None] | |
| if remask_strategy not in _SIGMA_FNS: | |
| raise ValueError( | |
| f"Unknown strategy {remask_strategy!r}. Options: {list(_SIGMA_FNS)}" | |
| ) | |
| get_sigma = _SIGMA_FNS[remask_strategy] | |
| # Phase allocation for loop mode | |
| if use_loop: | |
| f1, f3 = 1.0 - t_on, t_off | |
| denom = f1 + f3 + (t_on - t_off) | |
| n1 = max(int(round(num_steps * f1 / denom)), 1) | |
| n3 = max(int(round(num_steps * f3 / denom)), 1) | |
| n2 = max(num_steps - n1 - n3, 1) | |
| else: | |
| n1, n2, n3 = num_steps, 0, 0 | |
| alpha_loop = schedule_fn(jnp.array(t_on)) | |
| z_init = jnp.full((B, plan_horizon), mask_id, dtype=jnp.int32) | |
| if lock: | |
| z_init = jnp.where(lock_mask, history, z_init) | |
| psi_init = jnp.full((B, plan_horizon), jnp.inf) | |
| def _step(carry, _unused, t_val, alpha_t, alpha_s, sigma_on): | |
| z, rng, psi = carry | |
| rng, s_rng, u_rng, r_rng = jax.random.split(rng, 4) | |
| t_inp = jnp.full((B,), t_val) | |
| logits = model_apply(params, obs, z, t_inp, None) | |
| x_hat = _decode(s_rng, logits, temperature, top_p) | |
| is_masked = z == mask_id | |
| is_unmasked = ~is_masked | |
| sigma = get_sigma(alpha_t, alpha_s, eta, psi, is_unmasked) | |
| sigma = jnp.broadcast_to(sigma, z.shape) | |
| sigma = jnp.where(sigma_on, sigma, 0.0) | |
| if lock: | |
| sigma = jnp.where(lock_mask, 0.0, sigma) | |
| # Masked -> unmask probability | |
| denom = jnp.maximum(1.0 - alpha_t, _SIGMA_DENOM_EPS) | |
| p_unmask = jnp.clip((alpha_s - (1.0 - sigma) * alpha_t) / denom, 0.0, 1.0) | |
| do_unmask = is_masked & (jax.random.uniform(u_rng, z.shape) < p_unmask) | |
| do_remask = is_unmasked & (jax.random.uniform(r_rng, z.shape) < sigma) | |
| z_new = jnp.where(do_unmask, x_hat, z) | |
| z_new = jnp.where(do_remask, mask_val, z_new) | |
| # Update confidence history | |
| probs = jax.nn.softmax(logits, axis=-1) | |
| decode_prob = jnp.take_along_axis(probs, x_hat[..., None], axis=-1).squeeze(-1) | |
| psi_new = jnp.where(do_unmask, decode_prob, psi) | |
| psi_new = jnp.where(do_remask, jnp.inf, psi_new) | |
| if lock: | |
| z_new = jnp.where(lock_mask, history, z_new) | |
| psi_new = jnp.where(lock_mask, jnp.inf, psi_new) | |
| return (z_new, rng, psi_new), None | |
| def _phase1_step(carry, idx): | |
| t = 1.0 - idx * (1.0 - t_on) / n1 | |
| s = jnp.maximum(1.0 - (idx + 1) * (1.0 - t_on) / n1, t_on) | |
| return _step(carry, idx, t, schedule_fn(t), schedule_fn(s), False) | |
| def _phase2_step(carry, idx): | |
| return _step(carry, idx, t_on, alpha_loop, alpha_loop, True) | |
| def _phase3_step(carry, idx): | |
| t = t_off - idx * t_off / n3 | |
| s = jnp.maximum(t_off - (idx + 1) * t_off / n3, 0.0) | |
| return _step(carry, idx, t, schedule_fn(t), schedule_fn(s), False) | |
| def _simple_step(carry, idx): | |
| t = (num_steps - idx) / num_steps | |
| s = jnp.maximum((num_steps - idx - 1) / num_steps, 0.0) | |
| return _step(carry, idx, t, schedule_fn(t), schedule_fn(s), True) | |
| carry = (z_init, rng, psi_init) | |
| if use_loop: | |
| carry, _ = jax.lax.scan(_phase1_step, carry, jnp.arange(n1)) | |
| carry, _ = jax.lax.scan(_phase2_step, carry, jnp.arange(n2)) | |
| if n3 > 0: | |
| carry, _ = jax.lax.scan(_phase3_step, carry, jnp.arange(n3)) | |
| else: | |
| carry, _ = jax.lax.scan(_simple_step, carry, jnp.arange(num_steps)) | |
| z_final = carry[0] | |
| # Final greedy cleanup for any remaining masks | |
| final_logits = model_apply(params, obs, z_final, jnp.zeros((B,)), None) | |
| fallback = jnp.argmax(final_logits, axis=-1) | |
| return jnp.where(z_final == mask_id, fallback, z_final) | |
| def sample_plan_inpainting( | |
| apply_fn: ModelApplyFn, | |
| params: Any, | |
| rng: jax.Array, | |
| obs: jnp.ndarray, | |
| history: jnp.ndarray, | |
| hist_len: jnp.ndarray, | |
| num_actions: int, | |
| plan_horizon: int, | |
| diffusion_steps: int, | |
| schedule_fn: ScheduleFn, | |
| remask_strategy: str, | |
| eta: float, | |
| use_loop: bool, | |
| t_on: float, | |
| t_off: float, | |
| temperature: float, | |
| top_p: float | None, | |
| ) -> jnp.ndarray: | |
| """ReMDM sampling with a locked historical prefix (inpainting). | |
| Positions ``0 .. hist_len[b] - 1`` are fixed to ``history`` (planning | |
| as inpainting, Diffuser Sec. 3.3); the remainder are generated by the | |
| full ReMDM Algorithm 1 sampler with the configured Section 4.1 | |
| remasking schedule. | |
| Shares the conforming ReMDM sampler core: the configured | |
| ``remask_strategy``, ``eta`` and loop parameters govern remasking, | |
| and committed tokens are carried over per SUBS rather than | |
| re-decided at every step. | |
| Returns: | |
| ``[B, plan_horizon]`` int32 completed action plan. | |
| """ | |
| return sample_plan( | |
| apply_fn, | |
| params, | |
| rng, | |
| obs, | |
| num_actions, | |
| plan_horizon, | |
| diffusion_steps, | |
| schedule_fn, | |
| remask_strategy=remask_strategy, | |
| eta=eta, | |
| use_loop=use_loop, | |
| t_on=t_on, | |
| t_off=t_off, | |
| temperature=temperature, | |
| top_p=top_p, | |
| history=history, | |
| hist_len=hist_len, | |
| ) | |