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https://github.com/ROCm/composable_kernel.git
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Introduce ck::accumulate_n() (#439)
We can use this template to eliminate duplicated iterator computing logics. By providing return type to ck::accumulate_n(), we can avoid type conversion operations.
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@@ -12,6 +12,7 @@
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#include "ck/tensor_operation/gpu/element/element_wise_operation.hpp"
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#include "ck/library/tensor_operation_instance/gpu/contraction_bilinear.hpp"
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#include "ck/library/utility/numeric.hpp"
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using F32 = float;
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@@ -192,20 +193,14 @@ int main(int argc, char* argv[])
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{
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float ave_time = invoker_ptr->Run(argument_ptr.get(), StreamConfig{nullptr, true});
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ck::index_t M = std::accumulate(e_ms_ns_lengths.begin(),
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e_ms_ns_lengths.begin() + NumDimM,
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ck::index_t{1},
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std::multiplies<ck::index_t>{});
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ck::index_t M = ck::accumulate_n<ck::index_t>(
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e_ms_ns_lengths.begin(), NumDimM, 1, std::multiplies<>{});
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ck::index_t N = std::accumulate(e_ms_ns_lengths.begin() + NumDimM,
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e_ms_ns_lengths.begin() + NumDimM + NumDimN,
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ck::index_t{1},
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std::multiplies<ck::index_t>{});
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ck::index_t N = ck::accumulate_n<ck::index_t>(
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e_ms_ns_lengths.begin() + NumDimM, NumDimN, 1, std::multiplies<>{});
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ck::index_t K = std::accumulate(a_ms_ks_lengths.begin() + NumDimM,
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a_ms_ks_lengths.begin() + NumDimM + NumDimK,
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ck::index_t{1},
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std::multiplies<ck::index_t>{});
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ck::index_t K = ck::accumulate_n<ck::index_t>(
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a_ms_ks_lengths.begin() + NumDimM, NumDimK, 1, std::multiplies<>{});
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std::size_t flop = std::size_t(2) * M * N * K;
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std::size_t num_btype = sizeof(ADataType) * M * K + sizeof(BDataType) * K * N +
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@@ -12,6 +12,7 @@
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#include "ck/tensor_operation/gpu/element/element_wise_operation.hpp"
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#include "ck/library/tensor_operation_instance/gpu/contraction_scale.hpp"
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#include "ck/library/utility/numeric.hpp"
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using F32 = float;
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@@ -178,20 +179,14 @@ int main(int argc, char* argv[])
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{
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float ave_time = invoker_ptr->Run(argument_ptr.get(), StreamConfig{nullptr, true});
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ck::index_t M = std::accumulate(e_ms_ns_lengths.begin(),
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e_ms_ns_lengths.begin() + NumDimM,
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ck::index_t{1},
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std::multiplies<ck::index_t>{});
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ck::index_t M = ck::accumulate_n<ck::index_t>(
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e_ms_ns_lengths.begin(), NumDimM, 1, std::multiplies<>{});
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ck::index_t N = std::accumulate(e_ms_ns_lengths.begin() + NumDimM,
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e_ms_ns_lengths.begin() + NumDimM + NumDimN,
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ck::index_t{1},
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std::multiplies<ck::index_t>{});
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ck::index_t N = ck::accumulate_n<ck::index_t>(
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e_ms_ns_lengths.begin() + NumDimM, NumDimN, 1, std::multiplies<>{});
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ck::index_t K = std::accumulate(a_ms_ks_lengths.begin() + NumDimM,
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a_ms_ks_lengths.begin() + NumDimM + NumDimK,
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ck::index_t{1},
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std::multiplies<ck::index_t>{});
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ck::index_t K = ck::accumulate_n<ck::index_t>(
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a_ms_ks_lengths.begin() + NumDimM, NumDimK, 1, std::multiplies<>{});
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std::size_t flop = std::size_t(2) * M * N * K;
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std::size_t num_btype =
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