law zero_inner_dot

bendtorch-core@0.1.0.0 · src/tensor/matmul_LAWS.bend:191

import bendtorch-core@0.1.0.0/src/tensor/matmul_LAWS.bend as MatmulLAWS
import Base
import bendtorch-core@0.1.0.0/src/shape/core.bend as Shape
import bendtorch-core@0.1.0.0/src/tensor/core.bend as Core
import bendtorch-core@0.1.0.0/src/tensor/matmul.bend as Matrix

191law zero_inner_dot:
192  for +left: Shape.Shape
193  for +right: Shape.Shape
194  for a: Core.Tensor<left>
195  for b: Core.Tensor<right>
196  for +row: U32
197  for +column: U32
198  {Matrix.natural_dot(0n, left, right, a, b, row, column, 0n, 0.0) == Done{(a, b, 0.0)} :
199    Result<&2, &1, Matrix.Error, Core.Tensor<left> & Core.Tensor<right> & F32>}

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