Cortex-M: lower transcendental unary operators through the activation LUT - #22155
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… LUT cortex_m::quantized_activation is a 256-entry int8 table with the qparams folded in. Only sigmoid, tanh, silu and gelu were registered; this adds log, log2, log10, log1p, sqrt and rsqrt, functional and in-place. Not exp: its codomain is unbounded, so an output scale covering the calibrated maximum leaves almost no resolution elsewhere -- over [-8, 8] the table holds two distinct levels across x in [-2, 2]. Poles saturate, and the undefined region beyond a pole continues the boundary value, so log below zero reads -128 and rsqrt below zero reads 127. Emitting the output zero point there would sit a mid-range value below the rail and break monotonicity. That case is reachable rather than theoretical: a shared quantization spec can widen an operand's grid across zero even where the tensor never goes. The tables are evaluated through torch rather than math, which raises where these functions are undefined instead of returning the -inf or nan the table needs. Silero VAD's magnitude sqrt now lowers, so its expected counts move with this. Authored with Claude Code.
🔗 Helpful Links🧪 See artifacts and rendered test results at hud.pytorch.org/pr/pytorch/executorch/22155
Note: Links to docs will display an error until the docs builds have been completed. ✅ No FailuresAs of commit 3dd9bb3 with merge base baafd7e ( This comment was automatically generated by Dr. CI and updates every 15 minutes. |
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AdrianLundell
approved these changes
Aug 26, 2026
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Summary
cortex_m::quantized_activation is a 256-entry int8 table with the qparams folded in. Only sigmoid, tanh, silu and gelu were registered; this adds log, log2, log10, log1p, sqrt and rsqrt, functional and in-place.
Not exp: its codomain is unbounded, so an output scale covering the calibrated maximum leaves almost no resolution elsewhere -- over [-8, 8] the table holds two distinct levels across x in [-2, 2].
Poles saturate, and the undefined region beyond a pole continues the boundary value, so log below zero reads -128 and rsqrt below zero reads 127. Emitting the output zero point there would sit a mid-range value below the rail and break monotonicity. That case is reachable rather than theoretical: a shared quantization spec can widen an operand's grid across zero even where the tensor never goes.
The tables are evaluated through torch rather than math, which raises where these functions are undefined instead of returning the -inf or nan the table needs.
Silero VAD's magnitude sqrt now lowers, so its expected counts move with this.
Authored with Claude Code.