/* ****************************************************************************** * * * This program and the accompanying materials are made available under the * terms of the Apache License, Version 2.0 which is available at * https://www.apache.org/licenses/LICENSE-2.0. * * See the NOTICE file distributed with this work for additional * information regarding copyright ownership. * 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. * * SPDX-License-Identifier: Apache-2.0 ******************************************************************************/ // // Created by george on 05.04.18. // #include #include namespace sd { namespace ops { namespace helpers { template static void _dynamicPartitionFunctor(NDArray * input, NDArray * indices, std::vector& outputList) { std::vector> outputs(outputList.size()); int sourceDimsLen = input->rankOf() - indices->rankOf(); if (sourceDimsLen) { std::vector sourceDims(sourceDimsLen); for (sd::LongType i = sourceDimsLen; i > 0; i--) sourceDims[sourceDimsLen - i] = input->rankOf() - i; ResultSet listOfTensors = input->allTensorsAlongDimension(sourceDims); sd::LongType outSize = outputList.size(); for (sd::LongType i = 0; i < outSize; i++) { outputs[i].first = outputList[i]; std::vector outDims(outputs[i].first->rankOf() - 1); sd::LongType r = outputs[i].first->rankOf(); for (sd::LongType k = 1; k < r; k++) outDims[k - 1] = k; ResultSet listOutForCurrent = outputs[i].first->allTensorsAlongDimension(outDims); outputs[i].second = 0; for (sd::LongType e = 0; e < indices->lengthOf(); ++e) if ((*indices).e(e) == i) { listOutForCurrent.at(outputs[i].second++)->assign(listOfTensors.at(e)); } } } else { sd::LongType outSize = outputList.size(); auto func = PRAGMA_THREADS_FOR { for (auto i = start; i < stop; i++) { outputs[i].first = outputList[i]; outputs[i].second = 0; for (sd::LongType e = 0; e < indices->lengthOf(); ++e) if (indices->e(e) == i) outputs[i].first->p(outputs[i].second++, input->e(e)); } }; samediff::Threads::parallel_tad(func, 0, outSize); } } template static sd::Status _dynamicStitchFunctor(std::vector const& inputs, std::vector const& indices, NDArray* output) { sd::LongType numOfData = inputs.size(); if (output->isVector()) { for (sd::LongType e = 0; e < numOfData; e++) { auto data = inputs[e]; auto index = indices[e]; for (sd::LongType i = 0; i < index->lengthOf(); i++) { sd::LongType pos = index->e(i); if (pos < 0) { sd_printf("dynamic_stitch: Index value should be non-negative. But %i was given", pos); return sd::Status::VALIDATION; } if (pos >= output->lengthOf()) { sd_printf("dynamic_stitch: Index should be less than %i. But %i was given", output->lengthOf(), pos); return sd::Status::VALIDATION; } output->p(pos, data->e(i)); } } } else { std::vector restDims(output->rankOf() - 1); for (auto i = restDims.size(); i > 0; i--) restDims[restDims.size() - i] = output->rankOf() - i; ResultSet listOfOutTensors = output->allTensorsAlongDimension(restDims); for (int e = 0; e < numOfData; e++) { auto data = inputs[e]; auto index = indices[e]; std::vector sourceDims(data->rankOf() - index->rankOf()); for (auto i = sourceDims.size(); i > 0; i--) sourceDims[sourceDims.size() - i] = data->rankOf() - i; ResultSet listOfTensors = data->allTensorsAlongDimension(sourceDims); for (sd::LongType i = 0; i < index->lengthOf(); i++) { auto pos = index->e(i); if (pos < 0) { sd_printf("dynamic_stitch: Index value should be non-negative. But %i was given", pos); return sd::Status::VALIDATION; } if (pos >= output->lengthOf()) { sd_printf("dynamic_stitch: Index should be less than %i. But %i was given", output->lengthOf(), pos); return sd::Status::VALIDATION; } listOfOutTensors.at(pos)->assign(listOfTensors.at(i)); } } } return sd::Status::OK; } template static void _dynamicPartitionFunctorBP(NDArray * input, NDArray * indices, std::vector const& inputGradientList, std::vector& outputList) { std::vector> outputs(inputGradientList.size()); int sourceDimsLen = input->rankOf() - indices->rankOf(); if (sourceDimsLen) { // multidimensional case std::vector sourceDims(sourceDimsLen); for (sd::LongType i = sourceDimsLen; i > 0; i--) sourceDims[sourceDimsLen - i] = input->rankOf() - i; ResultSet listOfTensors = outputList[0]->allTensorsAlongDimension(sourceDims); for (size_t i = 0; i < inputGradientList.size(); i++) { outputs[i].first = inputGradientList[i]; if (outputs[i].first->rankOf() < 1) continue; // skip empty gradient outs std::vector outDims(outputs[i].first->rankOf() - 1); for (int k = 1; k < outputs[i].first->rankOf(); k++) outDims[k - 1] = k; ResultSet listOutForCurrent = outputs[i].first->allTensorsAlongDimension(outDims); outputs[i].second = 0; for (sd::LongType e = 0; e < indices->lengthOf(); ++e) if (indices->e(e) == static_cast(i)) listOfTensors.at(e)->assign(listOutForCurrent.at(outputs[i].second++)); } } else { // one-dimensional case auto output = outputList[0]; unsigned int gradsSize = inputGradientList.size(); auto func = PRAGMA_THREADS_FOR { for (auto i = start; i < stop; i++) { outputs[i].first = inputGradientList[i]; outputs[i].second = 0; for (sd::LongType e = 0; e < indices->lengthOf(); ++e) if (indices->e(e) == i) output->p(e, outputs[i].first->e(outputs[i].second++)); } }; samediff::Threads::parallel_tad(func, 0, gradsSize); } outputList[1]->assign(indices); } void dynamicPartitionFunctor(sd::LaunchContext* context, NDArray * input, NDArray * indices, std::vector& outputList) { auto xType = input->dataType(); BUILD_SINGLE_SELECTOR(xType, _dynamicPartitionFunctor, (input, indices, outputList), SD_COMMON_TYPES); } template static sd::Status _dynamicStitchFunctorBP(std::vector const& inputs, std::vector const& indices, NDArray * gradInput, std::vector& outputList) { THROW_EXCEPTION("Not implemented yet"); } sd::Status dynamicStitchFunctor(sd::LaunchContext* context, std::vector const& inputs, std::vector const& indices, NDArray* output) { auto xType = inputs.at(0)->dataType(); BUILD_SINGLE_SELECTOR(xType, return _dynamicStitchFunctor, (inputs, indices, output), SD_COMMON_TYPES); } sd::Status dynamicStitchFunctorBP(sd::LaunchContext* context, std::vector const& inputs, std::vector const& indices, NDArray * gradInput, std::vector& outputList) { auto xType = inputs.at(0)->dataType(); BUILD_SINGLE_SELECTOR(xType, return _dynamicStitchFunctorBP, (inputs, indices, gradInput, outputList), SD_COMMON_TYPES); } void dynamicPartitionFunctorBP(sd::LaunchContext* context, NDArray * input, NDArray * indices, std::vector const& inputGradientList, std::vector& outputList) { auto xType = input->dataType(); BUILD_SINGLE_SELECTOR(xType, _dynamicPartitionFunctorBP, (input, indices, inputGradientList, outputList), SD_COMMON_TYPES); } BUILD_SINGLE_TEMPLATE( void _dynamicPartitionFunctorBP, (NDArray * input, NDArray * indices, std::vector const& inputGradientList, std::vector& outputList); , SD_COMMON_TYPES); BUILD_SINGLE_TEMPLATE( sd::Status _dynamicStitchFunctorBP, (std::vector const& inputs, std::vector const& indices, NDArray * gradInput, std::vector& outputList); , SD_COMMON_TYPES); BUILD_SINGLE_TEMPLATE( void _dynamicPartitionFunctor, (NDArray * input, NDArray * indices, std::vector& outputList); , SD_COMMON_TYPES); BUILD_SINGLE_TEMPLATE( sd::Status _dynamicStitchFunctor, (std::vector const& inputs, std::vector const& indices, NDArray* output); , SD_COMMON_TYPES); } // namespace helpers } // namespace ops } // namespace sd