TWIG stores neural weights as shared paths of discrete decisions
On five LLM weight matrices, a flat power-of-two TWIG needs 9-15% fewer additions than GPTQ at equal error.
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On five LLM weight matrices, a flat power-of-two TWIG needs 9-15% fewer additions than GPTQ at equal error.
G2PTQ refreshes gradients and Hessians during LLM quantization, beating GPTQ-style baselines.
A post-training softmax reparameterization cuts output-head quantization error, dropping Phi-4-mini AW-MSE KL from 0.936 to 0.256.

An explainer separates LLM storage containers (safetensors, GGUF) from quantization methods (GPTQ, AWQ, EXL2/EXL3), with memory math and quality trade-offs.
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