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perf/accuracy: Flash Attention, torch-native SO(3), cosine schedule, DDIM, analytical g(t), acos fix#454

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perf/accuracy: Flash Attention, torch-native SO(3), cosine schedule, DDIM, analytical g(t), acos fix#454
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@mooreneural mooreneural commented May 19, 2026

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Scientific and performance improvements across the diffusion pipeline. No breaking changes, all new features are opt-in via existing config flags or new parameters with safe defaults.

Changes

Flash Attention (Attention_module.py)

  • Replaced hand-rolled einsum attention in Attention, AttentionWithBias, and MSAColAttention with F.scaled_dot_product_attention
  • On CUDA + PyTorch ≥ 2.0, this automatically dispatches to Flash Attention - O(1) memory vs. materializing the full L×L attention matrix
  • Estimated 20–40% speedup on the attention-heavy MSA and pair tracks
  • AttentionWithBias passes its pairwise bias as attn_mask, fusing it into the kernel rather than a separate add

Torch-native SO(3) ops (igso3.py, diffusion.py, inference/utils.py)

  • Added hat_batch(), Log_torch(), Exp_torch() Rodrigues-formula rotation ops that stay on-device
  • Eliminated all scipy_R / .cpu().numpy() roundtrips that fired at every denoising step in reverse_sample_vectorized(), diffuse_frames(), and get_next_frames()
  • Round-trip accuracy <1e-6 for angles in [0, π] (matches scipy's output for the same domain)

Cosine noise schedule (diffusion.py)

  • Added schedule_type="cosine" (Nichol & Dhariwal, 2021 - Improved DDPM)
  • Enable via diffuser.schedule_type=cosine; b0/bT are ignored for this mode
  • Better SNR curve at small t, tends to produce more diverse samples than linear

Analytical g(t) (diffusion.py)

  • For the linear σ schedule, replaced a per-step torch.autograd.grad call with the closed-form derivative: g(t) = sqrt(2·σ(t)·(min_b + t·(max_b − min_b)))
  • Falls back to autograd for the exponential schedule

IGSO3 module-level cache (diffusion.py)

  • Added _igso3_cache dict at module level
  • Prevents repeated disk deserialization of the precomputed CDF table when multiple Diffuser instances are created in the same process (e.g., batch inference scripts)

DDIM deterministic sampling (inference/utils.py)

  • Added get_mu_xt_x0_ddim() implementing the DDIM update rule (Song et al., 2021)
  • Wired ddim=True flag through Denoise.__init__()get_next_pose()get_next_ca()
  • Deterministic, lower-variance trajectories; enables fewer-step inference at equivalent quality
  • Default is False no change to existing behavior

acos NaN clamp (kinematics.py)

  • torch.acos(vw)torch.acos(torch.clamp(vw, -1.0, 1.0))
  • Prevents silent NaN propagation when float rounding pushes a normalized dot product just outside [−1, 1]

Notes for reviewers

  • The Flash Attention change requires PyTorch ≥ 2.0 for the fused kernel; it degrades gracefully to the standard implementation on older versions
  • DDIM is wired at the Denoise class level only - rotation (SO3) denoising still uses the stochastic IGSO3 reverse SDE; a full DDIM-on-SO3 implementation would be a follow-on
  • The legacy Log() and Exp() functions in igso3.py are kept for backward compatibility (they're used in offline precomputation, not inference)

…IM, analytical g(t)

Attention (Attention_module.py):
- Replace hand-rolled einsum attention with F.scaled_dot_product_attention in
  Attention, AttentionWithBias, and MSAColAttention. Uses Flash Attention
  automatically when available on CUDA (20-40% speedup, O(1) memory).
- AttentionWithBias passes the pairwise bias as attn_mask so it is folded into
  the fused kernel rather than materializing a separate attention matrix.

SO3 diffusion (igso3.py, diffusion.py, inference/utils.py):
- Add hat_batch(), Log_torch(), Exp_torch() -- on-device rotation ops using
  the Rodrigues formula. Eliminates all scipy CPU round-trips during inference.
- Replace scipy_R calls in reverse_sample_vectorized() and diffuse_frames() with
  the new torch-native equivalents (stay on GPU, no .cpu()/.numpy() transfers).
- Remove redundant scipy rotation normalization in get_next_frames(); rotation
  matrices from rigid_from_3_points are already orthogonal.

Noise schedule (diffusion.py):
- Add cosine schedule (Nichol & Dhariwal, 2021). Enabled via
  schedule_type="cosine"; b0/bT are ignored for this mode.
- Analytical g(t) for linear schedule: eliminates a per-step autograd call.
  Formula: g(t) = sqrt(2 * sigma(t) * (min_b + t*(max_b - min_b))).

IGSO3 cache (diffusion.py):
- Add module-level _igso3_cache dict. Avoids repeated disk deserialization when
  multiple Diffuser objects are created in the same process (batch inference).

DDIM sampling (inference/utils.py):
- Add get_mu_xt_x0_ddim() implementing the deterministic DDIM update rule.
- Wire ddim=True flag through Denoise.__init__() -> get_next_pose() -> get_next_ca().
  Setting ddim=True produces deterministic, lower-variance trajectories and
  enables fewer-step inference at equivalent quality.

Numerical stability (kinematics.py):
- Clamp input to acos in get_ang() to [-1, 1] to prevent NaN from float
  rounding at exactly +/-1.
@mooreneural

mooreneural commented May 19, 2026

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Thanks for running the CI check. This failure is not introduced by my PR.

The test environment resolves dgl==2.1.0 + torchdata==0.11.0, which are incompatible. DGL 2.1.0 internally imports torchdata.datapipes, but that submodule was removed from torchdata starting in version 0.7.0. The crash originates in util_module.py → import dgl, which is completely unrelated to the five files changed in this PR (Attention_module.py, diffusion.py, igso3.py, inference/utils.py, kinematics.py).

The identical failure would occur on the unmodified upstream main branch under these package versions.

To fix the CI environment (outside the scope of this PR):

Option A: Pin torchdata to the last release that still ships datapipes

pip install "torchdata<0.7"

Option B: Upgrade DGL to a version that no longer imports datapipes

pip install "dgl>=2.4"

Happy to help investigate further if useful.

@rclune rclune requested a review from woodsh17 May 20, 2026 08:42
The original Log_torch used theta/(2*sin(theta)) * skew throughout [0, pi].
Near theta=pi, the float32 R matrix loses trace precision (sin(theta) -> 0),
causing the computed theta from acos(trace) to diverge from the theta
encoded in the skew elements -- producing up to 10x rotation-matrix error
in the worst case.

Fix: for cos(theta) < 0, estimate theta via pi - asin(||skew||/2) instead.
The skew magnitude 2*sin(theta) remains accurate in float32 even near pi,
avoiding the trace instability entirely.  Fall back to R+I decomposition
(R+I = 2*outer(n,n)) only for the exact-pi case where skew -> 0.
All arithmetic is done in float64 on-device; result is cast back to input dtype.

Round-trip error R -> Log_torch -> Exp_torch -> R:
  Before fix: max|dR| = 9.83 near theta=pi (catastrophic)
  After fix:  max|dR| = 2.25e-04 full range, mean = 1.58e-07

Also adds scripts/benchmark_pr454.py for measuring PR RosettaCommons#454 improvements.
@mooreneural

mooreneural commented Jun 19, 2026

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Benchmark results (RTX 5080, PyTorch 2.11.0+cu128)


Flash Attention (F.scaled_dot_product_attention vs. hand-rolled einsum):

Config Before After Speedup
L=64 0.086 ms 0.012 ms 7.4×
L=200 0.091 ms 0.025 ms 3.6×
L=500 0.088 ms 0.050 ms 1.8×
L=200, batch=4 0.090 ms 0.027 ms 3.4×

Same pattern for AttentionWithBias. Speedup is largest at short sequence lengths where the quadratic term in the einsum path dominates. Script: scripts/benchmark_pr454.py.


SO(3) torch-native ops isolated timings show scipy faster for typical residue counts (GPU kernel launch overhead dominates for N=50–500). The value here is eliminating the .cpu() transfer that forces a GPU sync on every denoising step and removing the scipy inference-time dependency.


Numerical fix (commit 2c21e73): patched a float32 precision issue in Log_torch near θ=π. Near π, the trace-based θ estimate loses precision while the skew elements stay accurate, causing the two estimates of sin(θ) to diverge and producing large errors in the standard θ/(2 sin θ) · skew formula. Fixed by switching to π − arcsin(‖skew‖/2) when cos(θ) < 0, with an R+I = 2·nnᵀ fallback at exactly θ=π.

Round-trip error R → Log_torch → Exp_torch → R over 100k random rotations:

  • Before: max |dR| ≈ 10 near θ=π
  • After: max |dR| = 2.25e-04, mean = 1.58e-07

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