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Summary: graphcore-research.github.io/papers-of-th...
Summary: graphcore-research.github.io/papers-of-th...
Summary: graphcore-research.github.io/papers-of-th...
Summary: graphcore-research.github.io/papers-of-th...
Summary: graphcore-research.github.io/papers-of-th...
Summary: graphcore-research.github.io/papers-of-th...
Summary: graphcore-research.github.io/papers-of-th...
Summary: graphcore-research.github.io/papers-of-th...
Summary: graphcore-research.github.io/papers-of-th...
Summary: graphcore-research.github.io/papers-of-th...
Summary: graphcore-research.github.io/papers-of-th...
Summary: graphcore-research.github.io/papers-of-th...
Summary: graphcore-research.github.io/papers-of-th...
Summary: graphcore-research.github.io/papers-of-th...
Summary: graphcore-research.github.io/papers-of-th...
Summary: graphcore-research.github.io/papers-of-th...
Summary: graphcore-research.github.io/papers-of-th...
Summary: graphcore-research.github.io/papers-of-th...
Summary: graphcore-research.github.io/papers-of-th...
Summary: graphcore-research.github.io/papers-of-th...
Summary: graphcore-research.github.io/papers-of-th...
Summary: graphcore-research.github.io/papers-of-th...
Summary: graphcore-research.github.io/papers-of-th...
Summary: graphcore-research.github.io/papers-of-th...
Summary: graphcore-research.github.io/papers-of-th...
Summary: graphcore-research.github.io/papers-of-th...
Summary: graphcore-research.github.io/papers-of-th...
Summary: graphcore-research.github.io/papers-of-th...
Shannon (1948). "A mathematical theory of communication"
Panter and Dite (1951). "Quantization distortion in pulse-count modulation with nonuniform spacing of levels"
Zador (1982). "Asymptotic Quantization Error of Continuous Signals and the Quantization Dimension"
Shannon (1948). "A mathematical theory of communication"
Panter and Dite (1951). "Quantization distortion in pulse-count modulation with nonuniform spacing of levels"
Zador (1982). "Asymptotic Quantization Error of Continuous Signals and the Quantization Dimension"
(References ⬇️)
6/6
(References ⬇️)
6/6
For a given budget, we can get better performance by allocating more bits to more sensitive tensors.
5/6
For a given budget, we can get better performance by allocating more bits to more sensitive tensors.
5/6
This is an illustrative image of how that might work.
4/6
This is an illustrative image of how that might work.
4/6
The best ones use variable-length encoding (e.g. a Huffman code). Interestingly, block-absmax formats can also outperform fixed-length codes.
3/6
The best ones use variable-length encoding (e.g. a Huffman code). Interestingly, block-absmax formats can also outperform fixed-length codes.
3/6