-And a quick crash course on inference quantization to help parse the above table. Int4 quantization is an ambiguous term because there's the dtype in which a layer is represented and then the dtype in which the computation is done. For example, if you're using Weight-Only (wo) int4 quantization that means that the layer will be upcasted to a larger dtype like fp16 so an int4 matrix multiplication is defined as `F.linear(input, weight.to(input.dtype))`. Dynamic quantization (DQ) primarily targets activations, enabling on-the-fly quantization from higher precision formats like bf16 to lower precision formats such as int8. This process, when supported by hardware, allows for direct computation, such as performing `F.linear(input, weight)`. Naive quantization algorithms are also notoriously sensitive to outliers so we also typically set a group size that applies a scale factor per group of 64 elements in the case of `int4wo64`.
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