/* ************************************************************************** * Copyright (C) 2021-2026 Advanced Micro Devices, Inc. All rights reserved. * * Redistribution and use in source and binary forms, with or without * modification, are permitted provided that the following conditions * are met: * * 1. Redistributions of source code must retain the above copyright * notice, this list of conditions and the following disclaimer. * * 2. Redistributions in binary form must reproduce the above copyright * notice, this list of conditions and the following disclaimer in the * documentation and/or other materials provided with the distribution. * * THIS SOFTWARE IS PROVIDED BY THE AUTHOR AND CONTRIBUTORS ``AS IS'' AND * ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED TO, THE * IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR A PARTICULAR PURPOSE * ARE DISCLAIMED. IN NO EVENT SHALL THE AUTHOR OR CONTRIBUTORS BE LIABLE * FOR ANY DIRECT, INDIRECT, INCIDENTAL, SPECIAL, EXEMPLARY, OR CONSEQUENTIAL * DAMAGES (INCLUDING, BUT NOT LIMITED TO, PROCUREMENT OF SUBSTITUTE GOODS * OR SERVICES; LOSS OF USE, DATA, OR PROFITS; OR BUSINESS INTERRUPTION) * HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY, WHETHER IN CONTRACT, STRICT * LIABILITY, OR TORT (INCLUDING NEGLIGENCE OR OTHERWISE) ARISING IN ANY WAY * OUT OF THE USE OF THIS SOFTWARE, EVEN IF ADVISED OF THE POSSIBILITY OF * SUCH DAMAGE. * *************************************************************************/ #pragma once #include "common/matrix_utils/matrix_utils.hpp" #include "common/misc/client_util.hpp" #include "common/misc/clientcommon.hpp" #include "common/misc/lapack_host_reference.hpp" #include "common/misc/norm.hpp" #include "common/misc/rocsolver.hpp" #include "common/misc/rocsolver_arguments.hpp" #include "common/misc/rocsolver_test.hpp" #include "common/misc/rocsolver_timer.hpp" template void syevd_heevd_checkBadArgs(const rocblas_handle handle, const rocblas_evect evect, const rocblas_fill uplo, const I n, T dA, const I lda, const rocblas_stride stA, S dD, const rocblas_stride stD, S dE, const rocblas_stride stE, U dinfo, const I bc) { // handle EXPECT_ROCBLAS_STATUS(rocsolver_syevd_heevd(STRIDED, nullptr, evect, uplo, n, dA, lda, stA, dD, stD, dE, stE, dinfo, bc), rocblas_status_invalid_handle); // values EXPECT_ROCBLAS_STATUS(rocsolver_syevd_heevd(STRIDED, handle, rocblas_evect(0), uplo, n, dA, lda, stA, dD, stD, dE, stE, dinfo, bc), rocblas_status_invalid_value); EXPECT_ROCBLAS_STATUS(rocsolver_syevd_heevd(STRIDED, handle, evect, rocblas_fill_full, n, dA, lda, stA, dD, stD, dE, stE, dinfo, bc), rocblas_status_invalid_value); // sizes (only check batch_count if applicable) if(STRIDED) EXPECT_ROCBLAS_STATUS(rocsolver_syevd_heevd(STRIDED, handle, evect, uplo, n, dA, lda, stA, dD, stD, dE, stE, dinfo, I(-1)), rocblas_status_invalid_size); // pointers EXPECT_ROCBLAS_STATUS(rocsolver_syevd_heevd(STRIDED, handle, evect, uplo, n, (T) nullptr, lda, stA, dD, stD, dE, stE, dinfo, bc), rocblas_status_invalid_pointer); EXPECT_ROCBLAS_STATUS(rocsolver_syevd_heevd(STRIDED, handle, evect, uplo, n, dA, lda, stA, (S) nullptr, stD, dE, stE, dinfo, bc), rocblas_status_invalid_pointer); EXPECT_ROCBLAS_STATUS(rocsolver_syevd_heevd(STRIDED, handle, evect, uplo, n, dA, lda, stA, dD, stD, (S) nullptr, stE, dinfo, bc), rocblas_status_invalid_pointer); EXPECT_ROCBLAS_STATUS(rocsolver_syevd_heevd(STRIDED, handle, evect, uplo, n, dA, lda, stA, dD, stD, dE, stE, (U) nullptr, bc), rocblas_status_invalid_pointer); // quick return with invalid pointers EXPECT_ROCBLAS_STATUS(rocsolver_syevd_heevd(STRIDED, handle, evect, uplo, I(0), (T) nullptr, lda, stA, (S) nullptr, stD, (S) nullptr, stE, dinfo, bc), rocblas_status_success); // quick return with zero batch_count if applicable if(STRIDED) EXPECT_ROCBLAS_STATUS(rocsolver_syevd_heevd(STRIDED, handle, evect, uplo, n, dA, lda, stA, dD, stD, dE, stE, (U) nullptr, I(0)), rocblas_status_success); } template void testing_syevd_heevd_bad_arg() { using S = decltype(std::real(T{})); // safe arguments rocblas_local_handle handle; rocblas_evect evect = rocblas_evect_none; rocblas_fill uplo = rocblas_fill_lower; I n = 1; I lda = 1; rocblas_stride stA = 1; rocblas_stride stD = 1; rocblas_stride stE = 1; I bc = 1; #ifndef ROCSOLVER_ENABLE_EIGENSOLVERS_64 // 64-bit API disabled: entry points must report not_implemented (see note in testing_syevd_heevd). if constexpr(std::is_same::value) { EXPECT_ROCBLAS_STATUS(rocsolver_syevd_heevd(STRIDED, handle, evect, uplo, n, (T*)nullptr, lda, stA, (S*)nullptr, stD, (S*)nullptr, stE, (I*)nullptr, bc), rocblas_status_not_implemented); return; } #endif if(BATCHED) { // memory allocations device_batch_vector dA(1, 1, 1); device_strided_batch_vector dD(1, 1, 1, 1); device_strided_batch_vector dE(1, 1, 1, 1); device_strided_batch_vector dinfo(1, 1, 1, 1); CHECK_HIP_ERROR(dA.memcheck()); CHECK_HIP_ERROR(dD.memcheck()); CHECK_HIP_ERROR(dE.memcheck()); CHECK_HIP_ERROR(dinfo.memcheck()); // check bad arguments syevd_heevd_checkBadArgs(handle, evect, uplo, n, dA.data(), lda, stA, dD.data(), stD, dE.data(), stE, dinfo.data(), bc); } else { // memory allocations device_strided_batch_vector dA(1, 1, 1, 1); device_strided_batch_vector dD(1, 1, 1, 1); device_strided_batch_vector dE(1, 1, 1, 1); device_strided_batch_vector dinfo(1, 1, 1, 1); CHECK_HIP_ERROR(dA.memcheck()); CHECK_HIP_ERROR(dD.memcheck()); CHECK_HIP_ERROR(dE.memcheck()); CHECK_HIP_ERROR(dinfo.memcheck()); // check bad arguments syevd_heevd_checkBadArgs(handle, evect, uplo, n, dA.data(), lda, stA, dD.data(), stD, dE.data(), stE, dinfo.data(), bc); } } template void syevd_heevd_default_initData(const rocblas_handle handle, const rocblas_evect evect, const I n, Td& dA, const I lda, const I bc, Th& hA, std::vector& A, bool test = true) { if(CPU) { rocblas_init(hA, true); // scale A to avoid singularities for(I b = 0; b < bc; ++b) { for(I i = 0; i < n; i++) { for(I j = i; j < n; j++) { if(i == j) hA[b][i + j * lda] = std::real(hA[b][i + j * lda]) + 400; else { hA[b][i + j * lda] -= 4; hA[b][j + i * lda] = sconj(hA[b][i + j * lda]); } } } // make copy of original data to test vectors if required if(test && evect == rocblas_evect_original) { for(I i = 0; i < n; i++) { for(I j = 0; j < n; j++) A[b * lda * n + i + j * lda] = hA[b][i + j * lda]; } } } } if(GPU) { // now copy to the GPU CHECK_HIP_ERROR(dA.transfer_from(hA)); } } // Creates an `n` by `n` matrix `A` with the following eigenvalues: // // spectrum(A) = { l_i = ulp * i, for 1 <= i <= n - 1; l_n = 1 } // // where `ulp` is the smallest floating point number such that `1 + ulp > 1`. // template void syevd_heevd_eig7_initData(const rocblas_handle handle, const rocblas_evect evect, const I n, Td& dA, const I lda, const I bc, Th& hA, std::vector& A, bool test = true) { using S = decltype(std::real(T{})); if(CPU) { rocblas_init(hA, true); for(I b = 0; b < bc; ++b) { // New matrix initialization using HMat = HostMatrix; using BDesc = typename HMat::BlockDescriptor; auto hAw = HMat::Wrap(hA[b], lda, n); if(hAw) // update matrix hA if n >= 1 { auto eigs = std::numeric_limits::epsilon() * HMat::FromRange(1, n - 1, n - 1); eigs = cat(eigs, HMat::Ones(1, 1)); auto [Q, _] = qr((*hAw).block(BDesc().nrows(n).ncols(n))); hAw->set_to_zero(); hAw->copy_data_from(Q * HMat::Zeros(n).diag(eigs) * adjoint(Q)); } // make copy of original data to test vectors if required if(test && evect == rocblas_evect_original) { for(I i = 0; i < n; i++) { for(I j = 0; j < n; j++) A[b * lda * n + i + j * lda] = hA[b][i + j * lda]; } } } } if(GPU) { // now copy to the GPU CHECK_HIP_ERROR(dA.transfer_from(hA)); } } // Creates an `n` by `n` tridiagonal, Wilkinson matrix, which is formed as follows: // // 1. If `n` is even: // ( 1 1 1 1 ) // W_{2m + 1} = tridiag ( m (m - 1) ... 0.5 0.5 ... (m - 1) m ) // ( 1 1 1 1 ) // // 2. If `n` is odd: // ( 1 1 1 1 ) // W_{2m + 1} = tridiag ( m (m - 1) ... 1 0 1 ... (m - 1) m ) // ( 1 1 1 1 ) // // where `n = 2m + 1`. // template void syevd_heevd_wilkinson_initData(const rocblas_handle handle, const rocblas_evect evect, const I n, Td& dA, const I lda, const I bc, Th& hA, std::vector& A, bool test = true) { using S = decltype(std::real(T{})); if(CPU) { rocblas_init(hA, true); // scale A to avoid singularities for(I b = 0; b < bc; ++b) { // New matrix initialization using HMat = HostMatrix; using BDesc = typename HMat::BlockDescriptor; auto hAw = HMat::Wrap(hA[b], lda, n); if(hAw) // update matrix hA if n >= 1 { S m = (n - 1) / S(2); auto A = HMat::Zeros(n, n); auto E = HMat::Ones(n - 1, 1); auto D = HMat::Zeros(n, 1); for(I i = 0; i < n / 2; ++i) { D[i] = m - i; D[n - 1 - i] = m - i; } A.diag(D); A.sup_diag(E); A.sub_diag(E); hAw->set_to_zero(); hAw->copy_data_from(A); } // make copy of original data to test vectors if required if(test && evect == rocblas_evect_original) { for(I i = 0; i < n; i++) { for(I j = 0; j < n; j++) A[b * lda * n + i + j * lda] = hA[b][i + j * lda]; } } } } if(GPU) { // now copy to the GPU CHECK_HIP_ERROR(dA.transfer_from(hA)); } } // Creates an `n` by `n` tridiagonal, Toeplitz matrix T of the following form: // // ( 1 1 1 ) // T = tridiag ( 2 2 ... 2 2 ... 2 2 ) // ( 1 1 1 ) // template void syevd_heevd_toeplitz_initData(const rocblas_handle handle, const rocblas_evect evect, const I n, Td& dA, const I lda, const I bc, Th& hA, std::vector& A, bool test = true) { using S = decltype(std::real(T{})); if(CPU) { rocblas_init(hA, true); // scale A to avoid singularities for(I b = 0; b < bc; ++b) { // New matrix initialization using HMat = HostMatrix; using BDesc = typename HMat::BlockDescriptor; auto hAw = HMat::Wrap(hA[b], lda, n); if(hAw) // update matrix hA if n >= 1 { auto A = HMat::Zeros(n, n); auto E = HMat::Ones(n - 1, 1); auto D = 2 * HMat::Ones(n, 1); A.diag(D); A.sup_diag(E); A.sub_diag(E); hAw->set_to_zero(); hAw->copy_data_from(A); } // make copy of original data to test vectors if required if(test && evect == rocblas_evect_original) { for(I i = 0; i < n; i++) { for(I j = 0; j < n; j++) A[b * lda * n + i + j * lda] = hA[b][i + j * lda]; } } } } if(GPU) { // now copy to the GPU CHECK_HIP_ERROR(dA.transfer_from(hA)); } } // For `n > 1`, creates a symmetrized `n` by `n` tridiagonal, Clement matrix T of the following form: // // ( sqrt(n - 1) sqrt(2(n - 2)) sqrt((n - 2)2) sqrt(n - 1) ) // T = tridiag ( 0 0 ... 0 0 ) // ( sqrt(n - 1) sqrt(2(n - 2)) sqrt((n - 2)2) sqrt(n - 1) ) // // were the `i-th` off-diagonal entry is sqrt(i(n - i)), 1 <= i < n. // template void syevd_heevd_clement_initData(const rocblas_handle handle, const rocblas_evect evect, const I n, Td& dA, const I lda, const I bc, Th& hA, std::vector& A, bool test = true) { using S = decltype(std::real(T{})); if(CPU) { rocblas_init(hA, true); // scale A to avoid singularities for(I b = 0; b < bc; ++b) { // New matrix initialization using HMat = HostMatrix; using BDesc = typename HMat::BlockDescriptor; auto hAw = HMat::Wrap(hA[b], lda, n); if(hAw) // update matrix hA if n >= 1 { auto A = HMat::Zeros(n, n); auto E = HMat::Ones(n - 1, 1); auto D = HMat::Zeros(n, 1); for(I i = 1; i < n; ++i) { E[i - 1] = std::sqrt(i * (n - i)); } A.diag(D); A.sup_diag(E); A.sub_diag(E); hAw->set_to_zero(); hAw->copy_data_from(A); } // make copy of original data to test vectors if required if(test && evect == rocblas_evect_original) { for(I i = 0; i < n; i++) { for(I j = 0; j < n; j++) A[b * lda * n + i + j * lda] = hA[b][i + j * lda]; } } } } if(GPU) { // now copy to the GPU CHECK_HIP_ERROR(dA.transfer_from(hA)); } } template void syevd_heevd_initData(const rocblas_handle handle, const rocblas_evect evect, const I n, Td& dA, const I lda, const I bc, Th& hA, std::vector& A, bool test = true) { if((std::getenv("TEST_EIG7") != nullptr) || (std::getenv("SYEVD_TEST_EIG7") != nullptr)) { syevd_heevd_eig7_initData(handle, evect, n, dA, lda, bc, hA, A, test); } else if((std::getenv("TEST_WILKINSON") != nullptr) || (std::getenv("SYEVD_TEST_WILKINSON") != nullptr)) { syevd_heevd_wilkinson_initData(handle, evect, n, dA, lda, bc, hA, A, test); } else if((std::getenv("TEST_CLEMENT") != nullptr) || (std::getenv("SYEVD_TEST_CLEMENT") != nullptr)) { syevd_heevd_clement_initData(handle, evect, n, dA, lda, bc, hA, A, test); } else if((std::getenv("TEST_TOEPLITZ") != nullptr) || (std::getenv("SYEVD_TEST_TOEPLITZ") != nullptr)) { syevd_heevd_toeplitz_initData(handle, evect, n, dA, lda, bc, hA, A, test); } else { syevd_heevd_default_initData(handle, evect, n, dA, lda, bc, hA, A, test); } return; } template void syevd_heevd_getError(const rocblas_handle handle, const rocblas_evect evect, const rocblas_fill uplo, const I n, Td& dA, const I lda, const rocblas_stride stA, Sd& dD, const rocblas_stride stD, Sd& dE, const rocblas_stride stE, Id& dinfo, const I bc, Th& hA, Th& hAres, Sh& hD, Sh& hDres, Ih& hinfo, Ih& hinfoRes, double* max_err, double* max_errv) { constexpr bool COMPLEX = rocblas_is_complex; using S = decltype(std::real(T{})); using HMat = HostMatrix; using BDesc = typename HMat::BlockDescriptor; int lgn = floor(log(n - 1) / log(2)) + 1; int sizeE, lwork; if(!COMPLEX) { sizeE = (evect == rocblas_evect_none ? 2 * n + 1 : 1 + 6 * n + 2 * n * n); lwork = 0; } else { sizeE = (evect == rocblas_evect_none ? n : 1 + 5 * n + 2 * n * n); lwork = (evect == rocblas_evect_none ? n + 1 : 2 * n + n * n); } int liwork = (evect == rocblas_evect_none ? 1 : 3 + 5 * n); std::vector work(lwork); std::vector hE(sizeE); std::vector iwork(liwork); std::vector A(lda * n * bc); // input data initialization syevd_heevd_initData(handle, evect, n, dA, lda, bc, hA, A); // execute computations // GPU lapack CHECK_ROCBLAS_ERROR(rocsolver_syevd_heevd(STRIDED, handle, evect, uplo, n, dA.data(), lda, stA, dD.data(), stD, dE.data(), stE, dinfo.data(), bc)); CHECK_HIP_ERROR(hDres.transfer_from(dD)); CHECK_HIP_ERROR(hinfoRes.transfer_from(dinfo)); if(evect == rocblas_evect_original) CHECK_HIP_ERROR(hAres.transfer_from(dA)); // CPU lapack for(I b = 0; b < bc; ++b) { rocblas_int info_tmp = 0; cpu_syevd_heevd(evect, uplo, n, hA[b], lda, hD[b], work.data(), lwork, hE.data(), sizeE, iwork.data(), liwork, &info_tmp); hinfo[b][0] = info_tmp; } // Check info for non-convergence *max_err = 0; for(I b = 0; b < bc; ++b) { EXPECT_EQ(hinfo[b][0], hinfoRes[b][0]) << "where b = " << b; if(hinfo[b][0] != hinfoRes[b][0]) *max_err += 1; } // (We expect the used input matrices to always converge. Testing // implicitly the equivalent non-converged matrix is very complicated and it boils // down to essentially run the algorithm again and until convergence is achieved). double err = 0; for(I b = 0; b < bc; ++b) { if(evect != rocblas_evect_original) { // only eigenvalues needed; compare with LAPACK // error is ||hD - hDRes|| / ||hD|| // using frobenius norm if(hinfo[b][0] == 0) err = norm_error('F', 1, n, 1, hD[b], hDres[b]); *max_err = err > *max_err ? err : *max_err; } else { // both eigenvalues and eigenvectors needed; compare with input // matrix if((hinfo[b][0] == 0) && (n > 0)) { // Input matrix auto M = HMat::Wrap(A.data() + b * lda * n, lda, n)->block(BDesc().nrows(n).ncols(n)); // Computed eigenvectors auto U = HMat::Wrap(hAres[b], lda, n)->block(BDesc().nrows(n).ncols(n)); // Computed eigenvalues auto d = HMat::Convert(hDres[b], 1, n)->block(BDesc().nrows(1).ncols(n)); // Diagonal matrix of size n by n with computed eigenvalues auto D = HMat::Zeros(n, n).diag(d); // Orthogonal error auto OE = U * adjoint(U) - HMat::Eye(n, n); err = OE.max_col_norm(); *max_errv = err > *max_err ? err : *max_err; // Residual error auto RE = M - U * D * adjoint(U); err = RE.norm() / M.norm(); *max_err = err > *max_err ? err : *max_err; } } } } template void syevd_heevd_getPerfData(const rocblas_handle handle, const rocblas_evect evect, const rocblas_fill uplo, const I n, Td& dA, const I lda, const rocblas_stride stA, Sd& dD, const rocblas_stride stD, Sd& dE, const rocblas_stride stE, Id& dinfo, const I bc, Th& hA, Sh& hD, Ih& hinfo, double* gpu_time_used, double* cpu_time_used, const rocblas_int hot_calls, const int profile, const bool profile_kernels, const bool perf) { constexpr bool COMPLEX = rocblas_is_complex; using S = decltype(std::real(T{})); int sizeE, lwork; if(!COMPLEX) { sizeE = (evect == rocblas_evect_none ? 2 * n + 1 : 1 + 6 * n + 2 * n * n); lwork = 0; } else { sizeE = (evect == rocblas_evect_none ? n : 1 + 5 * n + 2 * n * n); lwork = (evect == rocblas_evect_none ? n + 1 : 2 * n + n * n); } int liwork = (evect == rocblas_evect_none ? 1 : 3 + 5 * n); std::vector work(lwork); std::vector hE(sizeE); std::vector iwork(liwork); std::vector A; if(!perf) { syevd_heevd_initData(handle, evect, n, dA, lda, bc, hA, A, 0); // cpu-lapack performance (only if not in perf mode) *cpu_time_used = get_time_us_no_sync(); for(I b = 0; b < bc; ++b) { rocblas_int info_tmp = 0; cpu_syevd_heevd(evect, uplo, n, hA[b], lda, hD[b], work.data(), lwork, hE.data(), sizeE, iwork.data(), liwork, &info_tmp); hinfo[b][0] = info_tmp; } *cpu_time_used = get_time_us_no_sync() - *cpu_time_used; } syevd_heevd_initData(handle, evect, n, dA, lda, bc, hA, A, 0); // cold calls for(int iter = 0; iter < 2; iter++) { syevd_heevd_initData(handle, evect, n, dA, lda, bc, hA, A, 0); CHECK_ROCBLAS_ERROR(rocsolver_syevd_heevd(STRIDED, handle, evect, uplo, n, dA.data(), lda, stA, dD.data(), stD, dE.data(), stE, dinfo.data(), bc)); } // gpu-lapack performance hipStream_t stream; CHECK_ROCBLAS_ERROR(rocblas_get_stream(handle, &stream)); rocsolver_timer timer; if(profile > 0) { if(profile_kernels) rocsolver_log_set_layer_mode(rocblas_layer_mode_log_profile | rocblas_layer_mode_ex_log_kernel); else rocsolver_log_set_layer_mode(rocblas_layer_mode_log_profile); rocsolver_log_set_max_levels(profile); } for(rocblas_int iter = 0; iter < hot_calls; iter++) { syevd_heevd_initData(handle, evect, n, dA, lda, bc, hA, A, 0); timer.start(stream); rocsolver_syevd_heevd(STRIDED, handle, evect, uplo, n, dA.data(), lda, stA, dD.data(), stD, dE.data(), stE, dinfo.data(), bc); timer.end(stream); } *gpu_time_used = timer.get_combined(); } template void testing_syevd_heevd(Arguments& argus) { using S = decltype(std::real(T{})); // get arguments rocblas_local_handle handle; char evectC = argus.get("evect"); char uploC = argus.get("uplo"); rocblas_int n = argus.get("n"); rocblas_int lda = argus.get("lda", n); rocblas_stride stA = argus.get("strideA", lda * n); rocblas_stride stD = argus.get("strideD", n); rocblas_stride stE = argus.get("strideE", n); rocblas_evect evect = char2rocblas_evect(evectC); rocblas_fill uplo = char2rocblas_fill(uploC); I bc = argus.batch_count; rocblas_int hot_calls = argus.iters; #ifndef ROCSOLVER_ENABLE_EIGENSOLVERS_64 // The 64-bit eigensolver API is gated behind the ROCSOLVER_ENABLE_EIGENSOLVERS_64 // feature flag; when the flag is off the _64 entry points must report // rocblas_status_not_implemented instead of running. if constexpr(std::is_same::value) { if(BATCHED) EXPECT_ROCBLAS_STATUS(rocsolver_syevd_heevd(STRIDED, handle, evect, uplo, n, (T* const*)nullptr, lda, stA, (S*)nullptr, stD, (S*)nullptr, stE, (I*)nullptr, bc), rocblas_status_not_implemented); else EXPECT_ROCBLAS_STATUS(rocsolver_syevd_heevd(STRIDED, handle, evect, uplo, n, (T*)nullptr, lda, stA, (S*)nullptr, stD, (S*)nullptr, stE, (I*)nullptr, bc), rocblas_status_not_implemented); return; } #endif if(argus.alg_mode == 1) { EXPECT_ROCBLAS_STATUS( rocsolver_set_alg_mode(handle, rocsolver_function_sterf, rocsolver_alg_mode_hybrid), rocblas_status_success); rocsolver_alg_mode alg_mode; EXPECT_ROCBLAS_STATUS(rocsolver_get_alg_mode(handle, rocsolver_function_sterf, &alg_mode), rocblas_status_success); EXPECT_EQ(alg_mode, rocsolver_alg_mode_hybrid); } // check non-supported values if(uplo == rocblas_fill_full || evect == rocblas_evect_tridiagonal) { if(BATCHED) EXPECT_ROCBLAS_STATUS(rocsolver_syevd_heevd(STRIDED, handle, evect, uplo, n, (T* const*)nullptr, lda, stA, (S*)nullptr, stD, (S*)nullptr, stE, (I*)nullptr, bc), rocblas_status_invalid_value); else EXPECT_ROCBLAS_STATUS(rocsolver_syevd_heevd(STRIDED, handle, evect, uplo, n, (T*)nullptr, lda, stA, (S*)nullptr, stD, (S*)nullptr, stE, (I*)nullptr, bc), rocblas_status_invalid_value); if(argus.timing) rocsolver_bench_inform(inform_invalid_args); return; } // determine sizes size_t size_A = size_t(lda) * n; size_t size_D = n; size_t size_E = size_D; size_t size_Ares = (argus.unit_check || argus.norm_check) ? size_A : 0; size_t size_Dres = (argus.unit_check || argus.norm_check) ? size_D : 0; double max_error = 0, max_ortho_error = 0, gpu_time_used = 0, cpu_time_used = 0; // check invalid sizes bool invalid_size = (n < 0 || lda < n || bc < 0); if(invalid_size) { if(BATCHED) EXPECT_ROCBLAS_STATUS(rocsolver_syevd_heevd(STRIDED, handle, evect, uplo, n, (T* const*)nullptr, lda, stA, (S*)nullptr, stD, (S*)nullptr, stE, (I*)nullptr, bc), rocblas_status_invalid_size); else EXPECT_ROCBLAS_STATUS(rocsolver_syevd_heevd(STRIDED, handle, evect, uplo, n, (T*)nullptr, lda, stA, (S*)nullptr, stD, (S*)nullptr, stE, (I*)nullptr, bc), rocblas_status_invalid_size); if(argus.timing) rocsolver_bench_inform(inform_invalid_size); return; } // memory size query is necessary if(argus.mem_query) { CHECK_ROCBLAS_ERROR(rocblas_start_device_memory_size_query(handle)); if(BATCHED) CHECK_ALLOC_QUERY(rocsolver_syevd_heevd(STRIDED, handle, evect, uplo, n, (T* const*)nullptr, lda, stA, (S*)nullptr, stD, (S*)nullptr, stE, (I*)nullptr, bc)); else CHECK_ALLOC_QUERY(rocsolver_syevd_heevd(STRIDED, handle, evect, uplo, n, (T*)nullptr, lda, stA, (S*)nullptr, stD, (S*)nullptr, stE, (I*)nullptr, bc)); size_t size; CHECK_ROCBLAS_ERROR(rocblas_stop_device_memory_size_query(handle, &size)); rocsolver_bench_inform(inform_mem_query, size); return; } // memory allocations (all cases) // host host_strided_batch_vector hD(size_D, 1, stD, bc); host_strided_batch_vector hinfo(1, 1, 1, bc); host_strided_batch_vector hinfoRes(1, 1, 1, bc); host_strided_batch_vector hDres(size_Dres, 1, stD, bc); // device device_strided_batch_vector dE(size_E, 1, stE, bc); device_strided_batch_vector dD(size_D, 1, stD, bc); device_strided_batch_vector dinfo(1, 1, 1, bc); if(size_E) CHECK_HIP_ERROR(dE.memcheck()); if(size_D) CHECK_HIP_ERROR(dD.memcheck()); CHECK_HIP_ERROR(dinfo.memcheck()); if(BATCHED) { // memory allocations host_batch_vector hA(size_A, 1, bc); host_batch_vector hAres(size_Ares, 1, bc); device_batch_vector dA(size_A, 1, bc); if(size_A) CHECK_HIP_ERROR(dA.memcheck()); // check quick return if(n == 0 || bc == 0) { EXPECT_ROCBLAS_STATUS(rocsolver_syevd_heevd(STRIDED, handle, evect, uplo, n, dA.data(), lda, stA, dD.data(), stD, dE.data(), stE, dinfo.data(), bc), rocblas_status_success); if(argus.timing) rocsolver_bench_inform(inform_quick_return); return; } // check computations if(argus.unit_check || argus.norm_check) { syevd_heevd_getError(handle, evect, uplo, n, dA, lda, stA, dD, stD, dE, stE, dinfo, bc, hA, hAres, hD, hDres, hinfo, hinfoRes, &max_error, &max_ortho_error); } // collect performance data if(argus.timing && hot_calls > 0) { syevd_heevd_getPerfData(handle, evect, uplo, n, dA, lda, stA, dD, stD, dE, stE, dinfo, bc, hA, hD, hinfo, &gpu_time_used, &cpu_time_used, hot_calls, argus.profile, argus.profile_kernels, argus.perf); } } else { // memory allocations host_strided_batch_vector hA(size_A, 1, stA, bc); host_strided_batch_vector hAres(size_Ares, 1, stA, bc); device_strided_batch_vector dA(size_A, 1, stA, bc); if(size_A) CHECK_HIP_ERROR(dA.memcheck()); // check quick return if(n == 0 || bc == 0) { EXPECT_ROCBLAS_STATUS(rocsolver_syevd_heevd(STRIDED, handle, evect, uplo, n, dA.data(), lda, stA, dD.data(), stD, dE.data(), stE, dinfo.data(), bc), rocblas_status_success); if(argus.timing) rocsolver_bench_inform(inform_quick_return); return; } // check computations if(argus.unit_check || argus.norm_check) { syevd_heevd_getError(handle, evect, uplo, n, dA, lda, stA, dD, stD, dE, stE, dinfo, bc, hA, hAres, hD, hDres, hinfo, hinfoRes, &max_error, &max_ortho_error); } // collect performance data if(argus.timing && hot_calls > 0) { syevd_heevd_getPerfData(handle, evect, uplo, n, dA, lda, stA, dD, stD, dE, stE, dinfo, bc, hA, hD, hinfo, &gpu_time_used, &cpu_time_used, hot_calls, argus.profile, argus.profile_kernels, argus.perf); } } // validate results for rocsolver-test // using 10 * n * machine_precision as tolerance if(argus.unit_check) { ROCSOLVER_TEST_CHECK(T, max_error, 10 * n); if(evect != rocblas_evect_none) ROCSOLVER_TEST_CHECK(T, max_ortho_error, 10 * n); } // output results for rocsolver-bench if(argus.timing) { if(!argus.perf) { rocsolver_bench_header("Arguments:"); if(BATCHED) { rocsolver_bench_output("evect", "uplo", "n", "lda", "strideD", "strideE", "batch_c"); rocsolver_bench_output(evectC, uploC, n, lda, stD, stE, bc); } else if(STRIDED) { rocsolver_bench_output("evect", "uplo", "n", "lda", "strideA", "strideD", "strideE", "batch_c"); rocsolver_bench_output(evectC, uploC, n, lda, stA, stD, stE, bc); } else { rocsolver_bench_output("evect", "uplo", "n", "lda"); rocsolver_bench_output(evectC, uploC, n, lda); } rocsolver_bench_header("Results:"); if(argus.norm_check) { rocsolver_bench_output("cpu_time_us", "gpu_time_us", "error"); rocsolver_bench_output(cpu_time_used, gpu_time_used, max_error); } else { rocsolver_bench_output("cpu_time_us", "gpu_time_us"); rocsolver_bench_output(cpu_time_used, gpu_time_used); } rocsolver_bench_endl(); } else { if(argus.norm_check) rocsolver_bench_output(gpu_time_used, max_error); else rocsolver_bench_output(gpu_time_used); } } // ensure all arguments were consumed argus.validate_consumed(); } #define EXTERN_TESTING_SYEVD_HEEVD(...) \ extern template void testing_syevd_heevd<__VA_ARGS__>(Arguments&); INSTANTIATE(EXTERN_TESTING_SYEVD_HEEVD, FOREACH_MATRIX_DATA_LAYOUT, FOREACH_SCALAR_TYPE, FOREACH_INT_TYPE, APPLY_STAMP)