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abstract indexed · arXiv 2609.39137 · updated 2026-10-18

ID Balancing: Stable Training of Extremely Sparse MoE via PID-Based Load Control

First page of ID Balancing: Stable Training of Extremely Sparse MoE via PID-Based Load Control
From the original paper · arXiv 2609.39137Page 1. Select the image to read the PDF.

ID Balancing replaces auxiliary-load-balancing losses and prior loss-free methods (DeepSeek-style integral control, Kimi-style proportional control) with an Integral-Derivative controller that updates router bias terms during large-scale MoE pretraining. It costs negligible compute, adding only control updates to routing biases, but presupposes training MoE models with hundreds of experts across many GPUs. It fails to be relevant below foundation-model-training scale: it addresses expert load imbalance during multi-billion-parameter distributed training, a problem that does not exist when fine-tuning or serving on a single 24 GB GPU or consuming third-party APIs.

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recommendation
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research area
efficient training
technical change
PID-based auxiliary-loss-free MoE load balancing
published
2026-09-30

The technique is an MoE pretraining-stability method that requires distributed training of tens of billions of parameters, which is explicitly outside the reader's infrastructure and production decisions.

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  1. claim 01Paperraft inference
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    ID Balancing replaces auxiliary-load-balancing losses and prior loss-free methods (DeepSeek-style integral control, Kimi-style proportional control) with an Integral-Derivative controller that updates router bias terms during large-scale MoE pretraining. It costs negligible compute, adding only control updates to routing biases, but presupposes training MoE models with hundreds of experts across many GPUs. It fails to be relevant below foundation-model-training scale: it addresses expert load imbalance during multi-billion-parameter distributed training, a problem that does not exist when fine-tuning or serving on a single 24 GB GPU or consuming third-party APIs.

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  2. claim 02Paperraft inference

    Over 50% reduction in worst-case backbone MaxVio and 12% in training-average MinVio versus the best baselines at Top-3-of-768; at 18.9B to 69.9B parameters (Top-10-of-768), worst-case MaxVio stays nearly constant and is approximately 89.6% lower than the auxiliary-loss baseline.

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