CIS6270 / lecture_4 /diffusion.py
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Add Lecture 4 discrete diffusion and Lecture 5 discrete flow matching
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"""Complete samplers and guidance extensions around the lecture code modules."""
import math
import numpy as np
import torch
from torch import nn
import torch.nn.functional as F
from lecture_core import (K, MASK, draw, token_ce, udlm_rates,
rate_step, geometric_cfg, pareto_filter)
from common import objectives
@torch.no_grad()
def uniform_sample(model, batch, length, steps=100, epsilon=.02):
"""Adaptive reverse Euler on the same truncated interval as udlm_loss.
Uniform initialization at t=1-epsilon and stopping at t=epsilon
are endpoint approximations. The returned sequence retains residual
corruption; UDLM output probabilities are not treated as a clean posterior.
"""
z = torch.randint(K, (batch, length))
time = 1. - epsilon
count = 0
while time > epsilon + 1e-8:
t = torch.full((batch,), time)
rate = udlm_rates(model(z, t).softmax(-1), z, t)
max_exit = float(rate.sum(-1).max())
h = min(1. / steps, time - epsilon, .5 / max(max_exit, 1e-8))
z = rate_step(z, rate, h)
time -= h
count += 1
if count > 100000:
raise RuntimeError('Adaptive sampler failed to advance.')
return z
@torch.no_grad()
def block_sample(model, batch, length, size=2, steps=20):
"""Generate one block completely before appending the next one."""
prefix = torch.empty((batch, 0), dtype=torch.long)
for start in range(0, length, size):
width = min(size, length - start)
block = torch.full((batch, width), MASK)
grid = torch.linspace(1., 0., steps + 1)
for t, s in zip(grid[:-1], grid[1:]):
context = torch.cat((prefix, block), 1)
p = model(context)[:, start:].softmax(-1)
candidate = draw(p)
reveal = (block == MASK) & (torch.rand(block.shape) < (t-s)/t)
block = torch.where(reveal, candidate, block)
prefix = torch.cat((prefix, block), 1)
return prefix
def conditional_loss(model, clean, labels, drop=.15):
t = torch.rand(len(clean)).clamp_min(1e-4)
mask = torch.rand(clean.shape) < t[:, None]
context = clean.masked_fill(mask, MASK)
condition = labels.clone()
condition[torch.rand(len(clean)) < drop] = 2
ce = token_ce(model(context, label=condition), clean)
return (ce * mask / t[:, None]).sum(1).mean()
@torch.no_grad()
def cfg_sample(model, batch, length, strength=2., label=1, steps=20):
z = torch.full((batch, length), MASK)
grid = torch.linspace(1., 0., steps + 1)
labels = torch.full((batch,), label, dtype=torch.long)
for t, s in zip(grid[:-1], grid[1:]):
uncond = model(z).softmax(-1)
cond = model(z, label=labels).softmax(-1)
probability = geometric_cfg(uncond, cond, strength)
candidate = draw(probability)
reveal = (z == MASK) & (torch.rand(z.shape) < (t-s)/t)
z = torch.where(reveal, candidate, z)
return z
class NoisyClassifier(nn.Module):
"""Predict high-GC class from a masked sequence and its noise level."""
def __init__(self, length):
super().__init__()
self.net = nn.Sequential(nn.Linear(length * 5 + 1, 64),
nn.SiLU(), nn.Linear(64, 1))
def forward(self, z, t):
features = F.one_hot(z, 5).float() if z.ndim == 2 else z
return self.net(torch.cat((features.flatten(1), t[:, None]), 1)).squeeze(-1)
def fit_classifier(model, data, labels, steps=200, batch=32):
opt = torch.optim.Adam(model.parameters(), lr=.003)
losses = []
for _ in range(steps):
idx = torch.randint(len(data), (batch,))
t = torch.rand(batch)
noisy = data[idx].masked_fill(torch.rand(batch, data.shape[1]) < t[:, None], MASK)
loss = F.binary_cross_entropy_with_logits(model(noisy, t), labels[idx].float())
opt.zero_grad(set_to_none=True)
loss.backward()
opt.step()
losses.append(float(loss.detach()))
model.eval()
return losses
def log_success(classifier, z, t, label):
logit = classifier(z, t)
return F.logsigmoid(logit if label == 1 else -logit)
def guidance_changes(classifier, z, time, label=1, gradient=False):
"""Log h(candidate)-log h(current), exact or first-order one-hot."""
batch, length = z.shape
t = torch.full((batch,), float(time))
if gradient:
with torch.enable_grad():
soft = F.one_hot(z, 5).float().requires_grad_(True)
value = log_success(classifier, soft, t, label)
grad = torch.autograd.grad(value.sum(), soft)[0]
current = grad.gather(-1, z[..., None])
return grad[..., :K] - current
with torch.no_grad():
current = log_success(classifier, z, t, label)
delta = torch.empty((batch, length, K))
for i in range(length):
for a in range(K):
edited = z.clone()
edited[:, i] = a
delta[:, i, a] = log_success(classifier, edited, t, label) - current
return delta
@torch.no_grad()
def classifier_sample(model, classifier, batch, length, strength=1.,
label=1, steps=40, gradient=False, epsilon=.005):
"""Rate guidance with adaptive Euler and an explicit endpoint closure."""
z = torch.full((batch, length), MASK)
time = 1.
iterations = 0
while time > epsilon + 1e-8:
p = model(z).softmax(-1)
delta = guidance_changes(classifier, z, time, label, gradient)
rates = p / time * (strength * delta).clamp(-20, 20).exp()
rates *= (z == MASK)[..., None]
exit_rate = rates.sum(-1)
h = min(1. / steps, time-epsilon, .5 / max(float(exit_rate.max()), 1e-8))
change = torch.rand(z.shape) < h * exit_rate
candidate = draw(rates / exit_rate.clamp_min(1e-12)[..., None] + 1e-12)
z = torch.where(change & (z == MASK), candidate, z)
time -= h
iterations += 1
if iterations > 100000:
raise RuntimeError('Guided rate integration failed to advance.')
z = torch.where(z == MASK, draw(model(z).softmax(-1)), z)
return z
class SearchNode:
def __init__(self, tokens, parent=None, prior=1.):
self.tokens, self.parent, self.prior = tokens, parent, prior
self.children = []
self.visits = 0
self.reward = np.zeros(2)
@torch.no_grad()
def peptune_search(model, length=8, iterations=100, branching=4):
"""DNA MCTS: selection, expansion, completion, Pareto rewards, backup.
All DNA strings are valid. Peptide chemistry, bond-dependent masks,
RoFormer training, and the PepTune invalid-SMILES penalty are not used.
"""
root = SearchNode(torch.full((length,), MASK))
archive = torch.empty((0, length), dtype=torch.long)
archive_scores = torch.empty((0, 2))
trace = []
for iteration in range(iterations):
node = root
while node.children:
def selection(child):
mean = child.reward.mean() / max(child.visits, 1)
bonus = 1.5 * child.prior * math.sqrt(node.visits + 1) / (child.visits + 1)
return mean + bonus
node = max(node.children, key=selection)
if (node.tokens == MASK).any():
p = model(node.tokens[None]).softmax(-1)[0]
positions = torch.where(node.tokens == MASK)[0]
seen = set()
for _ in range(branching):
pos = int(positions[torch.randint(len(positions), ())])
token = int(torch.multinomial(p[pos], 1))
candidate = node.tokens.clone()
candidate[pos] = token
key = tuple(candidate.tolist())
if key not in seen:
node.children.append(SearchNode(candidate, node, float(p[pos, token])))
seen.add(key)
node = node.children[0]
rollout = node.tokens.clone()
while (rollout == MASK).any():
prob = model(rollout[None]).softmax(-1)
position = int(torch.where(rollout == MASK)[0][0])
rollout[position] = draw(prob)[0, position]
score = objectives(rollout[None])[0]
reward = ((score >= archive_scores).float().mean(0).numpy()
if len(archive) else np.ones(2))
archive = torch.cat((archive, rollout[None]))
archive_scores = torch.cat((archive_scores, score[None]))
archive, archive_scores = pareto_filter(archive, archive_scores)
# Equal-score alternatives remain; remove exact repeated sequences only.
unique = []; seen = set()
for i, row in enumerate(archive.tolist()):
key = tuple(row)
if key not in seen:
unique.append(i); seen.add(key)
archive, archive_scores = archive[unique], archive_scores[unique]
while node is not None:
node.visits += 1
node.reward += reward
node = node.parent
trace.append(dict(iteration=iteration, archive_size=len(archive), score=score.tolist()))
return archive, archive_scores, trace