aiqbench analysis
This arXiv paper proposes Step-dLLM, a sparse attention method for diffusion language models that refreshes block-sparse masks at selected denoising steps and allocates the sparsity budget unevenly across attention heads. The authors report a 2.78x end-to-end speedup over dense FlashAttention on LLaDA-1.5 at 8K context, without retraining. These are single-benchmark results on specific models and settings, so readers should look for independent replication, but the work is a relevant data point on making diffusion LLM inference cheaper.
Step-dLLM: Adaptive Step-aware Sparse Attention for Efficient Diffusion LLM Inference
arXiv:2611.01320v1 Announce Type: cross Abstract: Diffusion large language models (dLLMs) generate tokens in parallel via iterative denoising, but their bidirectional attention prevents the KV caching used by autoregressive models and recomputes the full attention map at every step, incurring quadratic per-step cost. Existing sparse attention methods for dLLMs construct a sparse mask after an initial full-attention warm-up and reuse it for the remaining steps, while allocating the sparsity budget uniformly across heads. We argue both choices ignore key structural properties of attention in dLLMs: empirically, attention patterns are only locally consistent across steps and shift abruptly at certain transitions, and different heads concentrate their attention mass to very different extents. To this end, we design Step-dLLM, which periodically refreshes a block-sparse mask at anchor steps along the denoising trajectory and reuses it within each locally consistent interval, while employing a head-adaptive global budget that more aggressively compresses heads with concentrated attention. Backed by a fused IO-aware Triton kernel for block-sparse attention, Step-dLLM applies to pre-trained LLaDA-1.5 and Dream-7B-Instruct without retraining, achieving a 2.78x end-to-end speedup over dense FlashAttention on LLaDA-1.5 at 8K context with 256 denoising steps and 90% sparsity, while improving the accuracy-latency trade-off over prior sparse-attention methods.
Read the full article at arXiv