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Main Authors: Hu, Qingguo, Lin, Zhenghao, Yang, Ziyue, Ding, Yucheng, Liu, Xiao, Jiang, Yuting, Wang, Ruizhe, Chen, Tianyu, Guo, Zhongxin, Xiong, Yifan, Gao, Rui, Qu, Lei, Su, Jinsong, Cheng, Peng, Gong, Yeyun
Format: Preprint
Published: 2025
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Online Access:https://arxiv.org/abs/2512.16248
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author Hu, Qingguo
Lin, Zhenghao
Yang, Ziyue
Ding, Yucheng
Liu, Xiao
Jiang, Yuting
Wang, Ruizhe
Chen, Tianyu
Guo, Zhongxin
Xiong, Yifan
Gao, Rui
Qu, Lei
Su, Jinsong
Cheng, Peng
Gong, Yeyun
author_facet Hu, Qingguo
Lin, Zhenghao
Yang, Ziyue
Ding, Yucheng
Liu, Xiao
Jiang, Yuting
Wang, Ruizhe
Chen, Tianyu
Guo, Zhongxin
Xiong, Yifan
Gao, Rui
Qu, Lei
Su, Jinsong
Cheng, Peng
Gong, Yeyun
contents Mixture-of-Experts (MoE) has emerged as a promising paradigm for foundation models due to its efficient and powerful scalability. In this work, we present Sigma-MoE-Tiny, an MoE language model that achieves the highest sparsity compared to existing open-source models. Sigma-MoE-Tiny employs fine-grained expert segmentation with up to 96 experts per layer, while activating only one expert for each token, resulting in 20B total parameters with just 0.5B activated. The major challenge introduced by such extreme sparsity lies in expert load balancing. We find that the widely-used load balancing loss tends to become ineffective in the lower layers under this setting. To address this issue, we propose a progressive sparsification schedule aiming to balance expert utilization and training stability. Sigma-MoE-Tiny is pre-trained on a diverse and high-quality corpus, followed by post-training to further unlock its capabilities. The entire training process remains remarkably stable, with no occurrence of irrecoverable loss spikes. Comprehensive evaluations reveal that, despite activating only 0.5B parameters, Sigma-MoE-Tiny achieves top-tier performance among counterparts of comparable or significantly larger scale. In addition, we provide an in-depth discussion of load balancing in highly sparse MoE models, offering insights for advancing sparsity in future MoE architectures. Project page: https://qghuxmu.github.io/Sigma-MoE-Tiny Code: https://github.com/microsoft/ltp-megatron-lm
format Preprint
id arxiv_https___arxiv_org_abs_2512_16248
institution arXiv
publishDate 2025
record_format arxiv
spellingShingle Sigma-MoE-Tiny Technical Report
Hu, Qingguo
Lin, Zhenghao
Yang, Ziyue
Ding, Yucheng
Liu, Xiao
Jiang, Yuting
Wang, Ruizhe
Chen, Tianyu
Guo, Zhongxin
Xiong, Yifan
Gao, Rui
Qu, Lei
Su, Jinsong
Cheng, Peng
Gong, Yeyun
Computation and Language
Artificial Intelligence
Mixture-of-Experts (MoE) has emerged as a promising paradigm for foundation models due to its efficient and powerful scalability. In this work, we present Sigma-MoE-Tiny, an MoE language model that achieves the highest sparsity compared to existing open-source models. Sigma-MoE-Tiny employs fine-grained expert segmentation with up to 96 experts per layer, while activating only one expert for each token, resulting in 20B total parameters with just 0.5B activated. The major challenge introduced by such extreme sparsity lies in expert load balancing. We find that the widely-used load balancing loss tends to become ineffective in the lower layers under this setting. To address this issue, we propose a progressive sparsification schedule aiming to balance expert utilization and training stability. Sigma-MoE-Tiny is pre-trained on a diverse and high-quality corpus, followed by post-training to further unlock its capabilities. The entire training process remains remarkably stable, with no occurrence of irrecoverable loss spikes. Comprehensive evaluations reveal that, despite activating only 0.5B parameters, Sigma-MoE-Tiny achieves top-tier performance among counterparts of comparable or significantly larger scale. In addition, we provide an in-depth discussion of load balancing in highly sparse MoE models, offering insights for advancing sparsity in future MoE architectures. Project page: https://qghuxmu.github.io/Sigma-MoE-Tiny Code: https://github.com/microsoft/ltp-megatron-lm
title Sigma-MoE-Tiny Technical Report
topic Computation and Language
Artificial Intelligence
url https://arxiv.org/abs/2512.16248