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Non-Parametric Dual-Manifold Mapping via 8-Bit Bounded Transformation Matrices: Challenging FP-centric Hardware Paradigms in Low-Energy AI

Lars Kopp 2026-06-14
Hardware AI ×

The paper addresses the problem of high energy costs from floating-point arithmetic in deep learning hardware. It proposes a non-parametric, training-free framework using 8-bit signed integer transformation matrices and bitwise logic for dual-manifold mapping. Experimental evidence shows near-perfect reconstruction under 90% truncation sparsity and 20% random node destruction, demonstrating extreme holographic resilience. This matters because it challenges the necessity of dense, floating-point-centric GPU accelerators, enabling a shift toward low-energy neuromorphic edge-computing.

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Eidola: Modeling Multi-GPU Network Communication Traffic in Distributed AI Workloads

Ranganath R. Selagamsetty, Matthew Poremba, Bradford M. Beckmann, Joshua San Miguel 2026-06-14
Gem5 Interconnect Microarchitecture Simulation HPC Compiler Runtime GPU

Eidola addresses the problem of modeling irregular and transient inter-GPU communication traffic in distributed AI workloads, which existing tools fail to capture due to fine-grained synchronization and peer-to-peer writes. The method introduces a scalable gem5 extension that uses annotated timing profiles from real applications to emulate peer-to-peer GPU writes with cycle-level precision. Experimental evidence demonstrates Eidola's effectiveness by reproducing variability in fused kernel execution and confirming reductions in polling-related memory traffic via a SyncMon-inspired mechanism. This matters because Eidola provides a flexible platform for architectural exploration of interconnect bandwidth and latency in modern multi-GPU systems.

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Harnessing Routing Foresight for Micro-step-level MoE load balancing in RL Post-training

Yuming Zhou, Haoyang Li, Sheng Lin, Yanfeng Zhao 2026-06-14
Language Model LLM Training × GPU Hardware

ForeMoE addresses expert load imbalance in Mixture-of-Experts (MoE) models during reinforcement learning (RL) post-training, where existing step-level statistics fail due to high-frequency micro-step fluctuations. The method exploits foreseeable routing information from the rollout stage to proactively guide load balancing, using a hierarchical planner to decompose the NP-hard problem and a transfer engine for overlapped expert transfer. Evaluations on 64 GPUs show up to a 1.45× speedup over state-of-the-art RL post-training systems. This matters because it enables efficient scaling of MoE LLMs under the unique workload dynamics of RL post-training, a dominant paradigm in current LLM development.

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MiniMax Sparse Attention

Xunhao Lai, Weiqi Xu, Yufeng Yang, Qiaorui Chen 2026-06-14
Sparsity

The problem is that quadratic-cost softmax attention makes ultra-long-context LLM inference untenable at deployment scale. The method, MiniMax Sparse Attention (MSA), uses a lightweight Index Branch for blockwise Top-k selection per GQA group and a Main Branch for exact block-sparse attention, co-designed with an exp-free GPU kernel. On a 109B multimodal model, MSA reduces per-token attention compute by 28.4x at 1M context and achieves 14.2x prefill and 7.6x decoding speedups on H800. This matters because it enables practical deployment of frontier LLMs with million-token contexts for agentic workflows and repository-scale reasoning.

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Attention by Synchronization in Coupled Oscillator Networks

Fabio Pasqualetti, Taosha Guo 2026-06-14
Attention Language Model Training × Transformer Hardware Network

The problem is that softmax attention requires exponentiation and global reduction, which are energy-expensive on von Neumann hardware and lack a natural physical analog. The method replaces softmax with Kuramoto synchronization dynamics, where queries are fixed anchors on a sphere and free oscillators equilibrate to encode attention weights via cosine similarity. Experimental evidence shows that at oscillator dimension 2, oscillator attention outperforms softmax on keyword spotting (+1.00 pp) and subject-verb agreement (+5.27 pp), while on causal language modeling it closes the perplexity gap as dimension increases, from +11.09 to +2.98 on WikiText-2 and from +2.39 to +0.57 on TinyStories. This matters because it provides a mathematically grounded blueprint for accurate attention on energy-constrained physical substrates without requiring exponentiation or global reduction.

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