Unlocking ComfyUI's SA-Solver: eta=1.7 beats Euler at 10 steps

YakovSava · reddit · 2026-10-21

YakovSava and Yehor Yuzvynsky released Adaptive Step Samplers (open source, stock PyTorch/NumPy/SafeTensors only), unlocking ComfyUI's built-in sasolver (Xue et al., NeurIPS 2023) whose stochastic strength was hardcoded to eta=1.0 in a fixed 20%–80% window. At low step counts (8–14), Euler gives waxy surfaces while ancestral samplers drift anatomically; sasolver runs an Adams predictor-corrector on the drift at exactly 1 NFE per step. Their finding: stochastic eta=1.7 beats Euler at 10 steps, and they document what didn't work.

Related event: SA-Solver in ComfyUI Beats Euler at Low Step Counts(2 posts)→

Original post →

More from Multimodal

Multimodal channel →