arXiv Machine Learning

Noise-shaped Sampling and Annealing for Scalable On-the-edge Training of Binary and Ternary AI Models

arXiv:2610. 22621v1 Announce Type: new Abstract: The training loss of binary and ternary neural networks, expanded as a multilinear polynomial over the discrete weights, is structurally equivalent to the energy of a hierarchical high-order Ising model.

Hugging Face Trending Papers
Jun 25

CAT-Q: Cost-efficient and Accurate Ternary Quantization for LLMs

In this paper, we present CAT-Q, Cost-efficient and Accurate Ternary Quantization, for compressing and accelerating LLMs. Unlike existing state-of-the-art ternary quantization methods that rely on data-intensive and costly quantization-aware training to mitigate severe performance degradation, CAT-Q is a simple yet effective post-training quantization scheme that is readily applicable to LLMs with diverse architectures and model sizes.

arXiv AI
Sep 2

Towards Provable and Scalable Training of Quantized Neural Networks with Ising Optimization

The paper presents a Quadratic Constrained Binary Optimization (QCBO) framework that provides provable guarantees for training quantized neural networks. It characterizes the topology of zero‑loss level sets, compiles finite‑depth architectures into bounded QCBOs, and introduces a sample‑wise Decomposed Lower‑Bound Optimization (DLBO) to scale Ising‑based optimization. Experiments on a coherent Ising machine show high accuracy on binary Fashion‑MNIST at 1.1‑bit precision and validate the approach on multi‑class datasets.

By Wenxin Li, Chuan Wang, Hongdong Zhu, Qi Gao, Yin Ma, Hai Wei, Kai Wen
arXiv Machine Learning
3d ago

Right On Q: Recovering Reasoning under Quantization via Self-Generated Trajectories

arXiv:2610.29378v1 Announce Type: cross Abstract: Quantization-aware training (QAT) aims to recover reasoning capabilities in low-bit large language models (LLMs). Existing recipes typically supervis...

By Boyuan Zheng, Jing Xiong, Chenwei Wu, Hui Shen, Zesen Zhao, Hei Ting Una Chan, Xueshen Liu, Zhen Zhang, Liyue Shen, Zechun Liu, Z. Morley Mao
arXiv Machine Learning
Oct 9

Rounding in Preconditioner Space: Redesigning 4-bit AdamW Optimizer-State Quantization

The paper proposes two new 4‑bit quantization schemes for AdamW’s optimizer states, focusing on the rounding space of the second moment. Zero‑Inclusive Preconditioner‑space Stochastic Rounding (ZIP‑SR) keeps zero in the codebook and applies stochastic rounding in preconditioner space, while Zero‑Excluding EDEN (ZE‑EDEN) removes zero from the codebook and rescales the quantized block to reduce distortion. Experiments on GPT‑ and Llama‑style models from 130 M to 2.7 B parameters show that both methods close the validation‑loss gap to 32‑bit AdamW, achieving up to a 70 % reduction in the gap and outperforming TorchAO in fine‑tuning tasks.

By Hanyang Li, Shao Tang, Daniel Thomas Braithwaite, Gregory Dexter, Leonardo Neves, Aman Gupta, Hiroto Udagawa, Abhishek Shivanna, Daniel Silva, Rohan Ramanath