// Copyright (c) 2022 PaddlePaddle Authors. All Rights Reserved. // // Licensed under the Apache License, Version 2.0 (the "License"); // you may not use this file except in compliance with the License. // You may obtain a copy of the License at // // http://www.apache.org/licenses/LICENSE-2.0 // // Unless required by applicable law or agreed to in writing, software // distributed under the License is distributed on an "AS IS" BASIS, // WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. // See the License for the specific language governing permissions and // limitations under the License. #pragma once #include "paddle/phi/core/sparse_coo_tensor.h" #include "paddle/phi/core/sparse_csr_tensor.h" #include "paddle/phi/core/tensor_utils.h" #include "paddle/phi/kernels/abs_grad_kernel.h" #include "paddle/phi/kernels/activation_grad_kernel.h" #include "paddle/phi/kernels/cast_kernel.h" #include "paddle/phi/kernels/sparse/empty_kernel.h" #include "paddle/phi/kernels/sparse/impl/unary_kernel_impl.h" namespace phi { namespace sparse { #define DEFINE_SPARSE_UNARY_GRAD_KERNEL(prefix) \ template \ void prefix##CooGradKernel(const Context& dev_ctx, \ const SparseCooTensor& x_or_out, \ const SparseCooTensor& dout, \ SparseCooTensor* dx) { \ EmptyLikeCooKernel(dev_ctx, x_or_out, dx); \ phi::prefix##GradKernel(dev_ctx, \ x_or_out.non_zero_elements(), \ dout.non_zero_elements(), \ dx->mutable_non_zero_elements()); \ } \ \ template \ void prefix##CsrGradKernel(const Context& dev_ctx, \ const SparseCsrTensor& x_or_out, \ const SparseCsrTensor& dout, \ SparseCsrTensor* dx) { \ EmptyLikeCsrKernel(dev_ctx, x_or_out, dx); \ phi::prefix##GradKernel(dev_ctx, \ x_or_out.non_zero_elements(), \ dout.non_zero_elements(), \ dx->mutable_non_zero_elements()); \ } #define DEFINE_SPARSE_UNARY_GRAD_KERNEL_WITH_ONE_ATTR(prefix, attr) \ template \ void prefix##CooGradKernel(const Context& dev_ctx, \ const SparseCooTensor& x_or_out, \ const SparseCooTensor& dout, \ float attr, \ SparseCooTensor* dx) { \ EmptyLikeCooKernel(dev_ctx, x_or_out, dx); \ phi::prefix##GradKernel(dev_ctx, \ x_or_out.non_zero_elements(), \ dout.non_zero_elements(), \ attr, \ dx->mutable_non_zero_elements()); \ } \ \ template \ void prefix##CsrGradKernel(const Context& dev_ctx, \ const SparseCsrTensor& x_or_out, \ const SparseCsrTensor& dout, \ float attr, \ SparseCsrTensor* dx) { \ EmptyLikeCsrKernel(dev_ctx, x_or_out, dx); \ phi::prefix##GradKernel(dev_ctx, \ x_or_out.non_zero_elements(), \ dout.non_zero_elements(), \ attr, \ dx->mutable_non_zero_elements()); \ } DEFINE_SPARSE_UNARY_GRAD_KERNEL(Sin) DEFINE_SPARSE_UNARY_GRAD_KERNEL(Tan) DEFINE_SPARSE_UNARY_GRAD_KERNEL(Asin) DEFINE_SPARSE_UNARY_GRAD_KERNEL(Atan) DEFINE_SPARSE_UNARY_GRAD_KERNEL(Sinh) DEFINE_SPARSE_UNARY_GRAD_KERNEL(Tanh) DEFINE_SPARSE_UNARY_GRAD_KERNEL(Asinh) DEFINE_SPARSE_UNARY_GRAD_KERNEL(Atanh) DEFINE_SPARSE_UNARY_GRAD_KERNEL(Sqrt) DEFINE_SPARSE_UNARY_GRAD_KERNEL(Square) DEFINE_SPARSE_UNARY_GRAD_KERNEL(Log1p) DEFINE_SPARSE_UNARY_GRAD_KERNEL(Relu) DEFINE_SPARSE_UNARY_GRAD_KERNEL(Abs) DEFINE_SPARSE_UNARY_GRAD_KERNEL_WITH_ONE_ATTR(Pow, factor) template void CastCooGradKernel(const Context& dev_ctx, const SparseCooTensor& x, const SparseCooTensor& dout, DataType value_dtype, SparseCooTensor* dx) { EmptyLikeCooKernel(dev_ctx, x, dx); if (value_dtype == DataType::UNDEFINED) { phi::Copy(dev_ctx, dout.non_zero_elements(), dev_ctx.GetPlace(), false, dx->mutable_non_zero_elements()); } else { phi::CastKernel(dev_ctx, dout.non_zero_elements(), x.non_zero_elements().dtype(), dx->mutable_non_zero_elements()); } } template void CastCsrGradKernel(const Context& dev_ctx, const SparseCsrTensor& x, const SparseCsrTensor& dout, DataType value_dtype, SparseCsrTensor* dx) { EmptyLikeCsrKernel(dev_ctx, x, dx); if (value_dtype == DataType::UNDEFINED) { phi::Copy(dev_ctx, dout.non_zero_elements(), dev_ctx.GetPlace(), false, dx->mutable_non_zero_elements()); } else { phi::CastKernel(dev_ctx, dout.non_zero_elements(), x.non_zero_elements().dtype(), dx->mutable_non_zero_elements()); } } } // namespace sparse } // namespace phi