├── .clang-format ├── .devcontainer └── devcontainer.json ├── .github └── workflows │ ├── doxygen.yml │ ├── formatting.yml │ ├── publish-docs.yml │ ├── publish.yml │ ├── test.yml │ ├── upload-pypi.yml │ └── wheel.yml ├── .gitignore ├── .pre-commit-config.yaml ├── CMakeLists.txt ├── Doxyfile ├── LICENSE ├── Manylinux2014_Compliant_Source ├── .gitignore ├── manylinux-llvm │ ├── Dockerfile │ └── entrypoint └── pkg │ ├── Manifest.in │ ├── build.sh │ ├── ir2vec │ ├── .gitignore │ ├── README.md │ ├── __init__.py │ ├── core.cpp │ └── preparation.py │ ├── regen-oracle.sh │ ├── setup.py │ └── tests │ └── test_ir2vec.py ├── README.md ├── docs ├── comPile.md ├── docker_update.md ├── spec_compilation.md └── version_upgrade_process.md ├── experiments ├── Device_Mapping │ ├── DevMap.ipynb │ └── data │ │ ├── all.txt │ │ ├── cgo17-amd.csv │ │ ├── cgo17-nvidia.csv │ │ ├── kernels_ir │ │ ├── amd-app-sdk-3.0-BinomialOption-binomial_options.ll │ │ ├── amd-app-sdk-3.0-BitonicSort-bitonicSort.ll │ │ ├── amd-app-sdk-3.0-BlackScholes-blackScholes.ll │ │ ├── amd-app-sdk-3.0-FastWalshTransform-fastWalshTransform.ll │ │ ├── amd-app-sdk-3.0-FloydWarshall-floydWarshallPass.ll │ │ ├── amd-app-sdk-3.0-MatrixMultiplication-mmmKernel.ll │ │ ├── amd-app-sdk-3.0-MatrixTranspose-matrixTranspose.ll │ │ ├── amd-app-sdk-3.0-PrefixSum-group_prefixSum.ll │ │ ├── amd-app-sdk-3.0-Reduction-reduce.ll │ │ ├── amd-app-sdk-3.0-ScanLargeArrays-ScanLargeArrays.ll │ │ ├── amd-app-sdk-3.0-ScanLargeArrays-blockAddition.ll │ │ ├── amd-app-sdk-3.0-ScanLargeArrays-prefixSum.ll │ │ ├── amd-app-sdk-3.0-SimpleConvolution-simpleNonSeparableConvolution.ll │ │ ├── amd-app-sdk-3.0-SimpleConvolution-simpleSeparableConvolutionPass1.ll │ │ ├── amd-app-sdk-3.0-SimpleConvolution-simpleSeparableConvolutionPass2.ll │ │ ├── amd-app-sdk-3.0-SobelFilter-sobel_filter.ll │ │ ├── npb-3.3-BT-add_A.ll │ │ ├── npb-3.3-BT-add_B.ll │ │ ├── npb-3.3-BT-add_S.ll │ │ ├── npb-3.3-BT-add_W.ll │ │ ├── npb-3.3-BT-compute_rhs1_A.ll │ │ ├── npb-3.3-BT-compute_rhs1_B.ll │ │ ├── npb-3.3-BT-compute_rhs1_S.ll │ │ ├── npb-3.3-BT-compute_rhs1_W.ll │ │ ├── npb-3.3-BT-compute_rhs2_A.ll │ │ ├── npb-3.3-BT-compute_rhs2_B.ll │ │ ├── npb-3.3-BT-compute_rhs2_S.ll │ │ ├── npb-3.3-BT-compute_rhs2_W.ll │ │ ├── npb-3.3-BT-compute_rhs3_A.ll │ │ ├── npb-3.3-BT-compute_rhs3_B.ll │ │ ├── npb-3.3-BT-compute_rhs3_S.ll │ │ ├── npb-3.3-BT-compute_rhs3_W.ll │ │ ├── npb-3.3-BT-compute_rhs4_A.ll │ │ ├── npb-3.3-BT-compute_rhs4_B.ll │ │ ├── npb-3.3-BT-compute_rhs4_S.ll │ │ ├── npb-3.3-BT-compute_rhs4_W.ll │ │ ├── npb-3.3-BT-compute_rhs5_A.ll │ │ ├── npb-3.3-BT-compute_rhs5_B.ll │ │ ├── npb-3.3-BT-compute_rhs5_S.ll │ │ ├── npb-3.3-BT-compute_rhs5_W.ll │ │ ├── npb-3.3-BT-compute_rhs6_A.ll │ │ ├── npb-3.3-BT-compute_rhs6_B.ll │ │ ├── npb-3.3-BT-compute_rhs6_S.ll │ │ ├── npb-3.3-BT-compute_rhs6_W.ll │ │ ├── npb-3.3-BT-error_norm_A.ll │ │ ├── npb-3.3-BT-error_norm_B.ll │ │ ├── npb-3.3-BT-error_norm_S.ll │ │ ├── npb-3.3-BT-error_norm_W.ll │ │ ├── npb-3.3-BT-exact_rhs1_A.ll │ │ ├── npb-3.3-BT-exact_rhs1_B.ll │ │ ├── npb-3.3-BT-exact_rhs1_S.ll │ │ ├── npb-3.3-BT-exact_rhs1_W.ll │ │ ├── npb-3.3-BT-exact_rhs2_A.ll │ │ ├── npb-3.3-BT-exact_rhs2_B.ll │ │ ├── npb-3.3-BT-exact_rhs2_S.ll │ │ ├── npb-3.3-BT-exact_rhs2_W.ll │ │ ├── npb-3.3-BT-exact_rhs3_A.ll │ │ ├── npb-3.3-BT-exact_rhs3_B.ll │ │ ├── npb-3.3-BT-exact_rhs3_S.ll │ │ ├── npb-3.3-BT-exact_rhs3_W.ll │ │ ├── npb-3.3-BT-exact_rhs4_A.ll │ │ ├── npb-3.3-BT-exact_rhs4_B.ll │ │ ├── npb-3.3-BT-exact_rhs4_S.ll │ │ ├── npb-3.3-BT-exact_rhs4_W.ll │ │ ├── npb-3.3-BT-exact_rhs5_A.ll │ │ ├── npb-3.3-BT-exact_rhs5_B.ll │ │ ├── npb-3.3-BT-exact_rhs5_S.ll │ │ ├── npb-3.3-BT-exact_rhs5_W.ll │ │ ├── npb-3.3-BT-initialize1_A.ll │ │ ├── npb-3.3-BT-initialize1_B.ll │ │ ├── npb-3.3-BT-initialize1_S.ll │ │ ├── npb-3.3-BT-initialize1_W.ll │ │ ├── npb-3.3-BT-initialize2_A.ll │ │ ├── npb-3.3-BT-initialize2_B.ll │ │ ├── npb-3.3-BT-initialize2_S.ll │ │ ├── npb-3.3-BT-initialize2_W.ll │ │ ├── npb-3.3-BT-initialize3_A.ll │ │ ├── npb-3.3-BT-initialize3_B.ll │ │ ├── npb-3.3-BT-initialize3_S.ll │ │ ├── npb-3.3-BT-initialize3_W.ll │ │ ├── npb-3.3-BT-initialize4_A.ll │ │ ├── npb-3.3-BT-initialize4_B.ll │ │ ├── npb-3.3-BT-initialize4_S.ll │ │ ├── npb-3.3-BT-initialize4_W.ll │ │ ├── npb-3.3-BT-initialize5_A.ll │ │ ├── npb-3.3-BT-initialize5_B.ll │ │ ├── npb-3.3-BT-initialize5_S.ll │ │ ├── npb-3.3-BT-initialize5_W.ll │ │ ├── npb-3.3-BT-rhs_norm_A.ll │ │ ├── npb-3.3-BT-rhs_norm_B.ll │ │ ├── npb-3.3-BT-rhs_norm_S.ll │ │ ├── npb-3.3-BT-rhs_norm_W.ll │ │ ├── npb-3.3-BT-x_solve1_A.ll │ │ ├── npb-3.3-BT-x_solve1_B.ll │ │ ├── npb-3.3-BT-x_solve1_S.ll │ │ ├── npb-3.3-BT-x_solve1_W.ll │ │ ├── npb-3.3-BT-x_solve2_A.ll │ │ ├── npb-3.3-BT-x_solve2_B.ll │ │ ├── npb-3.3-BT-x_solve2_S.ll │ │ ├── npb-3.3-BT-x_solve2_W.ll │ │ ├── npb-3.3-BT-x_solve3_A.ll │ │ ├── npb-3.3-BT-x_solve3_B.ll │ │ ├── npb-3.3-BT-x_solve3_S.ll │ │ ├── npb-3.3-BT-x_solve3_W.ll │ │ ├── npb-3.3-BT-x_solve_A.ll │ │ ├── npb-3.3-BT-x_solve_B.ll │ │ ├── npb-3.3-BT-x_solve_S.ll │ │ ├── npb-3.3-BT-x_solve_W.ll │ │ ├── npb-3.3-BT-y_solve1_A.ll │ │ ├── npb-3.3-BT-y_solve1_B.ll │ │ ├── npb-3.3-BT-y_solve1_S.ll │ │ ├── npb-3.3-BT-y_solve1_W.ll │ │ ├── npb-3.3-BT-y_solve2_A.ll │ │ ├── npb-3.3-BT-y_solve2_B.ll │ │ ├── npb-3.3-BT-y_solve2_S.ll │ │ ├── npb-3.3-BT-y_solve2_W.ll │ │ ├── npb-3.3-BT-y_solve3_A.ll │ │ ├── npb-3.3-BT-y_solve3_B.ll │ │ ├── npb-3.3-BT-y_solve3_S.ll │ │ ├── npb-3.3-BT-y_solve3_W.ll │ │ ├── npb-3.3-BT-y_solve_A.ll │ │ ├── npb-3.3-BT-y_solve_B.ll │ │ ├── npb-3.3-BT-y_solve_S.ll │ │ ├── npb-3.3-BT-y_solve_W.ll │ │ ├── npb-3.3-BT-z_solve1_A.ll │ │ ├── npb-3.3-BT-z_solve1_B.ll │ │ ├── npb-3.3-BT-z_solve1_S.ll │ │ ├── npb-3.3-BT-z_solve1_W.ll │ │ ├── npb-3.3-BT-z_solve2_A.ll │ │ ├── npb-3.3-BT-z_solve2_B.ll │ │ ├── npb-3.3-BT-z_solve2_S.ll │ │ ├── npb-3.3-BT-z_solve2_W.ll │ │ ├── npb-3.3-BT-z_solve3_A.ll │ │ ├── npb-3.3-BT-z_solve3_B.ll │ │ ├── npb-3.3-BT-z_solve3_S.ll │ │ ├── npb-3.3-BT-z_solve3_W.ll │ │ ├── npb-3.3-BT-z_solve_A.ll │ │ ├── npb-3.3-BT-z_solve_B.ll │ │ ├── npb-3.3-BT-z_solve_S.ll │ │ ├── npb-3.3-BT-z_solve_W.ll │ │ ├── npb-3.3-CG-conj_grad_0_A.ll │ │ ├── npb-3.3-CG-conj_grad_0_B.ll │ │ ├── npb-3.3-CG-conj_grad_0_C.ll │ │ ├── npb-3.3-CG-conj_grad_0_S.ll │ │ ├── npb-3.3-CG-conj_grad_0_W.ll │ │ ├── npb-3.3-CG-init_mem_0_A.ll │ │ ├── npb-3.3-CG-init_mem_0_B.ll │ │ ├── npb-3.3-CG-init_mem_0_C.ll │ │ ├── npb-3.3-CG-init_mem_0_S.ll │ │ ├── npb-3.3-CG-init_mem_0_W.ll │ │ ├── npb-3.3-CG-init_mem_1_A.ll │ │ ├── npb-3.3-CG-init_mem_1_B.ll │ │ ├── npb-3.3-CG-init_mem_1_C.ll │ │ ├── npb-3.3-CG-init_mem_1_S.ll │ │ ├── npb-3.3-CG-init_mem_1_W.ll │ │ ├── npb-3.3-CG-main_0_A.ll │ │ ├── npb-3.3-CG-main_0_B.ll │ │ ├── npb-3.3-CG-main_0_C.ll │ │ ├── npb-3.3-CG-main_0_S.ll │ │ ├── npb-3.3-CG-main_0_W.ll │ │ ├── npb-3.3-CG-main_1_A.ll │ │ ├── npb-3.3-CG-main_1_B.ll │ │ ├── npb-3.3-CG-main_1_C.ll │ │ ├── npb-3.3-CG-main_1_S.ll │ │ ├── npb-3.3-CG-main_1_W.ll │ │ ├── npb-3.3-CG-main_2_A.ll │ │ ├── npb-3.3-CG-main_2_B.ll │ │ ├── npb-3.3-CG-main_2_C.ll │ │ ├── npb-3.3-CG-main_2_S.ll │ │ ├── npb-3.3-CG-main_2_W.ll │ │ ├── npb-3.3-CG-makea_0_A.ll │ │ ├── npb-3.3-CG-makea_0_B.ll │ │ ├── npb-3.3-CG-makea_0_C.ll │ │ ├── npb-3.3-CG-makea_0_S.ll │ │ ├── npb-3.3-CG-makea_0_W.ll │ │ ├── npb-3.3-CG-makea_1_A.ll │ │ ├── npb-3.3-CG-makea_1_B.ll │ │ ├── npb-3.3-CG-makea_1_C.ll │ │ ├── npb-3.3-CG-makea_1_S.ll │ │ ├── npb-3.3-CG-makea_1_W.ll │ │ ├── npb-3.3-CG-makea_2_A.ll │ │ ├── npb-3.3-CG-makea_2_B.ll │ │ ├── npb-3.3-CG-makea_2_C.ll │ │ ├── npb-3.3-CG-makea_2_S.ll │ │ ├── npb-3.3-CG-makea_2_W.ll │ │ ├── npb-3.3-CG-makea_3_A.ll │ │ ├── npb-3.3-CG-makea_3_B.ll │ │ ├── npb-3.3-CG-makea_3_C.ll │ │ ├── npb-3.3-CG-makea_3_S.ll │ │ ├── npb-3.3-CG-makea_3_W.ll │ │ ├── npb-3.3-CG-makea_4_A.ll │ │ ├── npb-3.3-CG-makea_4_B.ll │ │ ├── npb-3.3-CG-makea_4_C.ll │ │ ├── npb-3.3-CG-makea_4_S.ll │ │ ├── npb-3.3-CG-makea_4_W.ll │ │ ├── npb-3.3-CG-makea_5_A.ll │ │ ├── npb-3.3-CG-makea_5_B.ll │ │ ├── npb-3.3-CG-makea_5_C.ll │ │ ├── npb-3.3-CG-makea_5_S.ll │ │ ├── npb-3.3-CG-makea_5_W.ll │ │ ├── npb-3.3-CG-makea_6_A.ll │ │ ├── npb-3.3-CG-makea_6_B.ll │ │ ├── npb-3.3-CG-makea_6_C.ll │ │ ├── npb-3.3-CG-makea_6_S.ll │ │ ├── npb-3.3-CG-makea_6_W.ll │ │ ├── npb-3.3-CG-makea_7_A.ll │ │ ├── npb-3.3-CG-makea_7_B.ll │ │ ├── npb-3.3-CG-makea_7_C.ll │ │ ├── npb-3.3-CG-makea_7_S.ll │ │ ├── npb-3.3-CG-makea_7_W.ll │ │ ├── npb-3.3-EP-embar_A.ll │ │ ├── npb-3.3-EP-embar_B.ll │ │ ├── npb-3.3-EP-embar_C.ll │ │ ├── npb-3.3-EP-embar_W.ll │ │ ├── npb-3.3-FT-cffts1_A.ll │ │ ├── npb-3.3-FT-cffts1_B.ll │ │ ├── npb-3.3-FT-cffts1_S.ll │ │ ├── npb-3.3-FT-cffts1_W.ll │ │ ├── npb-3.3-FT-cffts2_A.ll │ │ ├── npb-3.3-FT-cffts2_B.ll │ │ ├── npb-3.3-FT-cffts2_S.ll │ │ ├── npb-3.3-FT-cffts2_W.ll │ │ ├── npb-3.3-FT-cffts3_A.ll │ │ ├── npb-3.3-FT-cffts3_B.ll │ │ ├── npb-3.3-FT-cffts3_S.ll │ │ ├── npb-3.3-FT-cffts3_W.ll │ │ ├── npb-3.3-FT-checksum_A.ll │ │ ├── npb-3.3-FT-checksum_B.ll │ │ ├── npb-3.3-FT-checksum_S.ll │ │ ├── npb-3.3-FT-checksum_W.ll │ │ ├── npb-3.3-FT-compute_indexmap_A.ll │ │ ├── npb-3.3-FT-compute_indexmap_B.ll │ │ ├── npb-3.3-FT-compute_indexmap_S.ll │ │ ├── npb-3.3-FT-compute_indexmap_W.ll │ │ ├── npb-3.3-FT-compute_initial_conditions_A.ll │ │ ├── npb-3.3-FT-compute_initial_conditions_B.ll │ │ ├── npb-3.3-FT-compute_initial_conditions_S.ll │ │ ├── npb-3.3-FT-compute_initial_conditions_W.ll │ │ ├── npb-3.3-FT-evolve_A.ll │ │ ├── npb-3.3-FT-evolve_B.ll │ │ ├── npb-3.3-FT-evolve_S.ll │ │ ├── npb-3.3-FT-evolve_W.ll │ │ ├── npb-3.3-FT-init_ui_A.ll │ │ ├── npb-3.3-FT-init_ui_B.ll │ │ ├── npb-3.3-FT-init_ui_S.ll │ │ ├── npb-3.3-FT-init_ui_W.ll │ │ ├── npb-3.3-LU-blts_A.ll │ │ ├── npb-3.3-LU-blts_B.ll │ │ ├── npb-3.3-LU-blts_C.ll │ │ ├── npb-3.3-LU-blts_S.ll │ │ ├── npb-3.3-LU-blts_W.ll │ │ ├── npb-3.3-LU-buts_A.ll │ │ ├── npb-3.3-LU-buts_B.ll │ │ ├── npb-3.3-LU-buts_C.ll │ │ ├── npb-3.3-LU-buts_S.ll │ │ ├── npb-3.3-LU-buts_W.ll │ │ ├── npb-3.3-LU-erhs1_A.ll │ │ ├── npb-3.3-LU-erhs1_B.ll │ │ ├── npb-3.3-LU-erhs1_C.ll │ │ ├── npb-3.3-LU-erhs1_S.ll │ │ ├── npb-3.3-LU-erhs1_W.ll │ │ ├── npb-3.3-LU-erhs2_A.ll │ │ ├── npb-3.3-LU-erhs2_B.ll │ │ ├── npb-3.3-LU-erhs2_C.ll │ │ ├── npb-3.3-LU-erhs2_S.ll │ │ ├── npb-3.3-LU-erhs2_W.ll │ │ ├── npb-3.3-LU-erhs3_A.ll │ │ ├── npb-3.3-LU-erhs3_B.ll │ │ ├── npb-3.3-LU-erhs3_C.ll │ │ ├── npb-3.3-LU-erhs3_S.ll │ │ ├── npb-3.3-LU-erhs3_W.ll │ │ ├── npb-3.3-LU-erhs4_A.ll │ │ ├── npb-3.3-LU-erhs4_B.ll │ │ ├── npb-3.3-LU-erhs4_C.ll │ │ ├── npb-3.3-LU-erhs4_S.ll │ │ ├── npb-3.3-LU-erhs4_W.ll │ │ ├── npb-3.3-LU-error_A.ll │ │ ├── npb-3.3-LU-error_B.ll │ │ ├── npb-3.3-LU-error_C.ll │ │ ├── npb-3.3-LU-error_S.ll │ │ ├── npb-3.3-LU-error_W.ll │ │ ├── npb-3.3-LU-l2norm_A.ll │ │ ├── npb-3.3-LU-l2norm_B.ll │ │ ├── npb-3.3-LU-l2norm_C.ll │ │ ├── npb-3.3-LU-l2norm_S.ll │ │ ├── npb-3.3-LU-l2norm_W.ll │ │ ├── npb-3.3-LU-pintgr1_A.ll │ │ ├── npb-3.3-LU-pintgr1_B.ll │ │ ├── npb-3.3-LU-pintgr1_C.ll │ │ ├── npb-3.3-LU-pintgr1_S.ll │ │ ├── npb-3.3-LU-pintgr1_W.ll │ │ ├── npb-3.3-LU-pintgr2_A.ll │ │ ├── npb-3.3-LU-pintgr2_B.ll │ │ ├── npb-3.3-LU-pintgr2_C.ll │ │ ├── npb-3.3-LU-pintgr2_S.ll │ │ ├── npb-3.3-LU-pintgr2_W.ll │ │ ├── npb-3.3-LU-pintgr3_A.ll │ │ ├── npb-3.3-LU-pintgr3_B.ll │ │ ├── npb-3.3-LU-pintgr3_C.ll │ │ ├── npb-3.3-LU-pintgr3_S.ll │ │ ├── npb-3.3-LU-pintgr3_W.ll │ │ ├── npb-3.3-LU-pintgr_reduce_A.ll │ │ ├── npb-3.3-LU-pintgr_reduce_B.ll │ │ ├── npb-3.3-LU-pintgr_reduce_C.ll │ │ ├── npb-3.3-LU-pintgr_reduce_S.ll │ │ ├── npb-3.3-LU-pintgr_reduce_W.ll │ │ ├── npb-3.3-LU-rhs_A.ll │ │ ├── npb-3.3-LU-rhs_B.ll │ │ ├── npb-3.3-LU-rhs_C.ll │ │ ├── npb-3.3-LU-rhs_S.ll │ │ ├── npb-3.3-LU-rhs_W.ll │ │ ├── npb-3.3-LU-rhsx_A.ll │ │ ├── npb-3.3-LU-rhsx_B.ll │ │ ├── npb-3.3-LU-rhsx_C.ll │ │ ├── npb-3.3-LU-rhsx_S.ll │ │ ├── npb-3.3-LU-rhsx_W.ll │ │ ├── npb-3.3-LU-rhsy_A.ll │ │ ├── npb-3.3-LU-rhsy_B.ll │ │ ├── npb-3.3-LU-rhsy_C.ll │ │ ├── npb-3.3-LU-rhsy_S.ll │ │ ├── npb-3.3-LU-rhsy_W.ll │ │ ├── npb-3.3-LU-rhsz_A.ll │ │ ├── npb-3.3-LU-rhsz_B.ll │ │ ├── npb-3.3-LU-rhsz_C.ll │ │ ├── npb-3.3-LU-rhsz_S.ll │ │ ├── npb-3.3-LU-rhsz_W.ll │ │ ├── npb-3.3-LU-setbv1_A.ll │ │ ├── npb-3.3-LU-setbv1_B.ll │ │ ├── npb-3.3-LU-setbv1_C.ll │ │ ├── npb-3.3-LU-setbv1_S.ll │ │ ├── npb-3.3-LU-setbv1_W.ll │ │ ├── npb-3.3-LU-setbv2_A.ll │ │ ├── npb-3.3-LU-setbv2_B.ll │ │ ├── npb-3.3-LU-setbv2_C.ll │ │ ├── npb-3.3-LU-setbv2_S.ll │ │ ├── npb-3.3-LU-setbv2_W.ll │ │ ├── npb-3.3-LU-setbv3_A.ll │ │ ├── npb-3.3-LU-setbv3_B.ll │ │ ├── npb-3.3-LU-setbv3_C.ll │ │ ├── npb-3.3-LU-setbv3_S.ll │ │ ├── npb-3.3-LU-setbv3_W.ll │ │ ├── npb-3.3-LU-setiv_A.ll │ │ ├── npb-3.3-LU-setiv_B.ll │ │ ├── npb-3.3-LU-setiv_C.ll │ │ ├── npb-3.3-LU-setiv_S.ll │ │ ├── npb-3.3-LU-setiv_W.ll │ │ ├── npb-3.3-LU-ssor2_A.ll │ │ ├── npb-3.3-LU-ssor2_B.ll │ │ ├── npb-3.3-LU-ssor2_C.ll │ │ ├── npb-3.3-LU-ssor2_S.ll │ │ ├── npb-3.3-LU-ssor2_W.ll │ │ ├── npb-3.3-LU-ssor3_A.ll │ │ ├── npb-3.3-LU-ssor3_B.ll │ │ ├── npb-3.3-LU-ssor3_C.ll │ │ ├── npb-3.3-LU-ssor3_S.ll │ │ ├── npb-3.3-LU-ssor3_W.ll │ │ ├── npb-3.3-MG-kernel_comm3_1_A.ll │ │ ├── npb-3.3-MG-kernel_comm3_1_B.ll │ │ ├── npb-3.3-MG-kernel_comm3_1_C.ll │ │ ├── npb-3.3-MG-kernel_comm3_1_S.ll │ │ ├── npb-3.3-MG-kernel_comm3_1_W.ll │ │ ├── npb-3.3-MG-kernel_comm3_2_A.ll │ │ ├── npb-3.3-MG-kernel_comm3_2_B.ll │ │ ├── npb-3.3-MG-kernel_comm3_2_C.ll │ │ ├── npb-3.3-MG-kernel_comm3_2_S.ll │ │ ├── npb-3.3-MG-kernel_comm3_2_W.ll │ │ ├── npb-3.3-MG-kernel_comm3_3_A.ll │ │ ├── npb-3.3-MG-kernel_comm3_3_B.ll │ │ ├── npb-3.3-MG-kernel_comm3_3_C.ll │ │ ├── npb-3.3-MG-kernel_comm3_3_S.ll │ │ ├── npb-3.3-MG-kernel_comm3_3_W.ll │ │ ├── npb-3.3-MG-kernel_interp_1_A.ll │ │ ├── npb-3.3-MG-kernel_interp_1_B.ll │ │ ├── npb-3.3-MG-kernel_interp_1_S.ll │ │ ├── npb-3.3-MG-kernel_interp_1_W.ll │ │ ├── npb-3.3-MG-kernel_norm2u3_A.ll │ │ ├── npb-3.3-MG-kernel_norm2u3_B.ll │ │ ├── npb-3.3-MG-kernel_norm2u3_C.ll │ │ ├── npb-3.3-MG-kernel_norm2u3_S.ll │ │ ├── npb-3.3-MG-kernel_norm2u3_W.ll │ │ ├── npb-3.3-MG-kernel_psinv_A.ll │ │ ├── npb-3.3-MG-kernel_psinv_B.ll │ │ ├── npb-3.3-MG-kernel_psinv_S.ll │ │ ├── npb-3.3-MG-kernel_psinv_W.ll │ │ ├── npb-3.3-MG-kernel_resid_A.ll │ │ ├── npb-3.3-MG-kernel_resid_B.ll │ │ ├── npb-3.3-MG-kernel_resid_C.ll │ │ ├── npb-3.3-MG-kernel_resid_S.ll │ │ ├── npb-3.3-MG-kernel_resid_W.ll │ │ ├── npb-3.3-MG-kernel_rprj3_A.ll │ │ ├── npb-3.3-MG-kernel_rprj3_B.ll │ │ ├── npb-3.3-MG-kernel_rprj3_S.ll │ │ ├── npb-3.3-MG-kernel_rprj3_W.ll │ │ ├── npb-3.3-MG-kernel_zero3_A.ll │ │ ├── npb-3.3-MG-kernel_zero3_B.ll │ │ ├── npb-3.3-MG-kernel_zero3_C.ll │ │ ├── npb-3.3-MG-kernel_zero3_S.ll │ │ ├── npb-3.3-MG-kernel_zero3_W.ll │ │ ├── npb-3.3-MG-kernel_zran3_1_A.ll │ │ ├── npb-3.3-MG-kernel_zran3_1_B.ll │ │ ├── npb-3.3-MG-kernel_zran3_1_C.ll │ │ ├── npb-3.3-MG-kernel_zran3_1_S.ll │ │ ├── npb-3.3-MG-kernel_zran3_1_W.ll │ │ ├── npb-3.3-MG-kernel_zran3_2_A.ll │ │ ├── npb-3.3-MG-kernel_zran3_2_B.ll │ │ ├── npb-3.3-MG-kernel_zran3_2_C.ll │ │ ├── npb-3.3-MG-kernel_zran3_2_S.ll │ │ ├── npb-3.3-MG-kernel_zran3_2_W.ll │ │ ├── npb-3.3-MG-kernel_zran3_3_A.ll │ │ ├── npb-3.3-MG-kernel_zran3_3_B.ll │ │ ├── npb-3.3-MG-kernel_zran3_3_C.ll │ │ ├── npb-3.3-MG-kernel_zran3_3_S.ll │ │ ├── npb-3.3-MG-kernel_zran3_3_W.ll │ │ ├── npb-3.3-SP-add_A.ll │ │ ├── npb-3.3-SP-add_B.ll │ │ ├── npb-3.3-SP-add_C.ll │ │ ├── npb-3.3-SP-add_S.ll │ │ ├── npb-3.3-SP-add_W.ll │ │ ├── npb-3.3-SP-compute_rhs1_A.ll │ │ ├── npb-3.3-SP-compute_rhs1_B.ll │ │ ├── npb-3.3-SP-compute_rhs1_C.ll │ │ ├── npb-3.3-SP-compute_rhs1_S.ll │ │ ├── npb-3.3-SP-compute_rhs1_W.ll │ │ ├── npb-3.3-SP-compute_rhs2_A.ll │ │ ├── npb-3.3-SP-compute_rhs2_B.ll │ │ ├── npb-3.3-SP-compute_rhs2_C.ll │ │ ├── npb-3.3-SP-compute_rhs2_S.ll │ │ ├── npb-3.3-SP-compute_rhs2_W.ll │ │ ├── npb-3.3-SP-compute_rhs3_A.ll │ │ ├── npb-3.3-SP-compute_rhs3_B.ll │ │ ├── npb-3.3-SP-compute_rhs3_C.ll │ │ ├── npb-3.3-SP-compute_rhs3_S.ll │ │ ├── npb-3.3-SP-compute_rhs3_W.ll │ │ ├── npb-3.3-SP-compute_rhs4_A.ll │ │ ├── npb-3.3-SP-compute_rhs4_B.ll │ │ ├── npb-3.3-SP-compute_rhs4_C.ll │ │ ├── npb-3.3-SP-compute_rhs4_S.ll │ │ ├── npb-3.3-SP-compute_rhs4_W.ll │ │ ├── npb-3.3-SP-compute_rhs5_A.ll │ │ ├── npb-3.3-SP-compute_rhs5_B.ll │ │ ├── npb-3.3-SP-compute_rhs5_C.ll │ │ ├── npb-3.3-SP-compute_rhs5_S.ll │ │ ├── npb-3.3-SP-compute_rhs5_W.ll │ │ ├── npb-3.3-SP-compute_rhs6_A.ll │ │ ├── npb-3.3-SP-compute_rhs6_B.ll │ │ ├── npb-3.3-SP-compute_rhs6_C.ll │ │ ├── npb-3.3-SP-compute_rhs6_S.ll │ │ ├── npb-3.3-SP-compute_rhs6_W.ll │ │ ├── npb-3.3-SP-error_norm_A.ll │ │ ├── npb-3.3-SP-error_norm_B.ll │ │ ├── npb-3.3-SP-error_norm_C.ll │ │ ├── npb-3.3-SP-error_norm_S.ll │ │ ├── npb-3.3-SP-error_norm_W.ll │ │ ├── npb-3.3-SP-exact_rhs1_A.ll │ │ ├── npb-3.3-SP-exact_rhs1_B.ll │ │ ├── npb-3.3-SP-exact_rhs1_C.ll │ │ ├── npb-3.3-SP-exact_rhs1_S.ll │ │ ├── npb-3.3-SP-exact_rhs1_W.ll │ │ ├── npb-3.3-SP-exact_rhs2_A.ll │ │ ├── npb-3.3-SP-exact_rhs2_B.ll │ │ ├── npb-3.3-SP-exact_rhs2_C.ll │ │ ├── npb-3.3-SP-exact_rhs2_S.ll │ │ ├── npb-3.3-SP-exact_rhs2_W.ll │ │ ├── npb-3.3-SP-exact_rhs3_A.ll │ │ ├── npb-3.3-SP-exact_rhs3_B.ll │ │ ├── npb-3.3-SP-exact_rhs3_C.ll │ │ ├── npb-3.3-SP-exact_rhs3_S.ll │ │ ├── npb-3.3-SP-exact_rhs3_W.ll │ │ ├── npb-3.3-SP-exact_rhs4_A.ll │ │ ├── npb-3.3-SP-exact_rhs4_B.ll │ │ ├── npb-3.3-SP-exact_rhs4_C.ll │ │ ├── npb-3.3-SP-exact_rhs4_S.ll │ │ ├── npb-3.3-SP-exact_rhs4_W.ll │ │ ├── npb-3.3-SP-exact_rhs5_A.ll │ │ ├── npb-3.3-SP-exact_rhs5_B.ll │ │ ├── npb-3.3-SP-exact_rhs5_C.ll │ │ ├── npb-3.3-SP-exact_rhs5_S.ll │ │ ├── npb-3.3-SP-exact_rhs5_W.ll │ │ ├── npb-3.3-SP-initialize1_A.ll │ │ ├── npb-3.3-SP-initialize1_B.ll │ │ ├── npb-3.3-SP-initialize1_C.ll │ │ ├── npb-3.3-SP-initialize1_S.ll │ │ ├── npb-3.3-SP-initialize1_W.ll │ │ ├── npb-3.3-SP-initialize2_A.ll │ │ ├── npb-3.3-SP-initialize2_B.ll │ │ ├── npb-3.3-SP-initialize2_C.ll │ │ ├── npb-3.3-SP-initialize2_S.ll │ │ ├── npb-3.3-SP-initialize2_W.ll │ │ ├── npb-3.3-SP-initialize3_A.ll │ │ ├── npb-3.3-SP-initialize3_B.ll │ │ ├── npb-3.3-SP-initialize3_C.ll │ │ ├── npb-3.3-SP-initialize3_S.ll │ │ ├── npb-3.3-SP-initialize3_W.ll │ │ ├── npb-3.3-SP-initialize4_A.ll │ │ ├── npb-3.3-SP-initialize4_B.ll │ │ ├── npb-3.3-SP-initialize4_C.ll │ │ ├── npb-3.3-SP-initialize4_S.ll │ │ ├── npb-3.3-SP-initialize4_W.ll │ │ ├── npb-3.3-SP-initialize5_A.ll │ │ ├── npb-3.3-SP-initialize5_B.ll │ │ ├── npb-3.3-SP-initialize5_C.ll │ │ ├── npb-3.3-SP-initialize5_S.ll │ │ ├── npb-3.3-SP-initialize5_W.ll │ │ ├── npb-3.3-SP-ninvr_A.ll │ │ ├── npb-3.3-SP-ninvr_B.ll │ │ ├── npb-3.3-SP-ninvr_C.ll │ │ ├── npb-3.3-SP-ninvr_S.ll │ │ ├── npb-3.3-SP-ninvr_W.ll │ │ ├── npb-3.3-SP-pinvr_A.ll │ │ ├── npb-3.3-SP-pinvr_B.ll │ │ ├── npb-3.3-SP-pinvr_C.ll │ │ ├── npb-3.3-SP-pinvr_S.ll │ │ ├── npb-3.3-SP-pinvr_W.ll │ │ ├── npb-3.3-SP-rhs_norm_A.ll │ │ ├── npb-3.3-SP-rhs_norm_B.ll │ │ ├── npb-3.3-SP-rhs_norm_C.ll │ │ ├── npb-3.3-SP-rhs_norm_S.ll │ │ ├── npb-3.3-SP-rhs_norm_W.ll │ │ ├── npb-3.3-SP-txinvr_A.ll │ │ ├── npb-3.3-SP-txinvr_B.ll │ │ ├── npb-3.3-SP-txinvr_C.ll │ │ ├── npb-3.3-SP-txinvr_S.ll │ │ ├── npb-3.3-SP-txinvr_W.ll │ │ ├── npb-3.3-SP-tzetar_A.ll │ │ ├── npb-3.3-SP-tzetar_B.ll │ │ ├── npb-3.3-SP-tzetar_C.ll │ │ ├── npb-3.3-SP-tzetar_S.ll │ │ ├── npb-3.3-SP-tzetar_W.ll │ │ ├── npb-3.3-SP-x_solve_A.ll │ │ ├── npb-3.3-SP-x_solve_B.ll │ │ ├── npb-3.3-SP-x_solve_C.ll │ │ ├── npb-3.3-SP-x_solve_S.ll │ │ ├── npb-3.3-SP-x_solve_W.ll │ │ ├── npb-3.3-SP-y_solve_A.ll │ │ ├── npb-3.3-SP-y_solve_B.ll │ │ ├── npb-3.3-SP-y_solve_C.ll │ │ ├── npb-3.3-SP-y_solve_S.ll │ │ ├── npb-3.3-SP-y_solve_W.ll │ │ ├── npb-3.3-SP-z_solve_A.ll │ │ ├── npb-3.3-SP-z_solve_B.ll │ │ ├── npb-3.3-SP-z_solve_C.ll │ │ ├── npb-3.3-SP-z_solve_S.ll │ │ ├── npb-3.3-SP-z_solve_W.ll │ │ ├── nvidia-4.2-DotProduct-DotProduct.ll │ │ ├── nvidia-4.2-FDTD3d-FiniteDifferences.ll │ │ ├── nvidia-4.2-MatVecMul-MatVecMulCoalesced0.ll │ │ ├── nvidia-4.2-MatVecMul-MatVecMulCoalesced1.ll │ │ ├── nvidia-4.2-MatVecMul-MatVecMulCoalesced2.ll │ │ ├── nvidia-4.2-MatVecMul-MatVecMulCoalesced3.ll │ │ ├── nvidia-4.2-MatVecMul-MatVecMulUncoalesced0.ll │ │ ├── nvidia-4.2-MatVecMul-MatVecMulUncoalesced1.ll │ │ ├── nvidia-4.2-MatrixMul-matrixMul.ll │ │ ├── nvidia-4.2-MersenneTwister-BoxMuller.ll │ │ ├── nvidia-4.2-MersenneTwister-MersenneTwister.ll │ │ ├── nvidia-4.2-VectorAdd-VectorAdd.ll │ │ ├── parboil-0.2-bfs-BFS_kernel.ll │ │ ├── parboil-0.2-cutcp-opencl_cutoff_potential_lattice.ll │ │ ├── parboil-0.2-lbm-performStreamCollide_kernel.ll │ │ ├── parboil-0.2-sad-larger_sad_calc_16.ll │ │ ├── parboil-0.2-sad-larger_sad_calc_8.ll │ │ ├── parboil-0.2-sad-mb_sad_calc.ll │ │ ├── parboil-0.2-spmv-A.ll │ │ ├── parboil-0.2-stencil-naive_kernel.ll │ │ ├── polybench-gpu-1.0-2DConvolution-Convolution2D_kernel.ll │ │ ├── polybench-gpu-1.0-2mm-mm2_kernel1.ll │ │ ├── polybench-gpu-1.0-2mm-mm2_kernel2.ll │ │ ├── polybench-gpu-1.0-3DConvolution-Convolution3D_kernel.ll │ │ ├── polybench-gpu-1.0-3mm-mm3_kernel1.ll │ │ ├── polybench-gpu-1.0-3mm-mm3_kernel2.ll │ │ ├── polybench-gpu-1.0-3mm-mm3_kernel3.ll │ │ ├── polybench-gpu-1.0-atax-atax_kernel1.ll │ │ ├── polybench-gpu-1.0-atax-atax_kernel2.ll │ │ ├── polybench-gpu-1.0-bicg-bicgKernel1.ll │ │ ├── polybench-gpu-1.0-bicg-bicgKernel2.ll │ │ ├── polybench-gpu-1.0-correlation-corr_kernel.ll │ │ ├── polybench-gpu-1.0-correlation-mean_kernel.ll │ │ ├── polybench-gpu-1.0-correlation-reduce_kernel.ll │ │ ├── polybench-gpu-1.0-correlation-std_kernel.ll │ │ ├── polybench-gpu-1.0-covariance-covar_kernel.ll │ │ ├── polybench-gpu-1.0-covariance-mean_kernel.ll │ │ ├── polybench-gpu-1.0-covariance-reduce_kernel.ll │ │ ├── polybench-gpu-1.0-gemm-gemm.ll │ │ ├── polybench-gpu-1.0-gesummv-gesummv_kernel.ll │ │ ├── polybench-gpu-1.0-gramschmidt-gramschmidt_kernel1.ll │ │ ├── polybench-gpu-1.0-gramschmidt-gramschmidt_kernel2.ll │ │ ├── polybench-gpu-1.0-gramschmidt-gramschmidt_kernel3.ll │ │ ├── polybench-gpu-1.0-mvt-mvt_kernel1.ll │ │ ├── polybench-gpu-1.0-mvt-mvt_kernel2.ll │ │ ├── polybench-gpu-1.0-syr2k-syr2k_kernel.ll │ │ ├── polybench-gpu-1.0-syrk-syrk_kernel.ll │ │ ├── rodinia-3.1-backprop-bpnn_adjust_weights_ocl.ll │ │ ├── rodinia-3.1-backprop-bpnn_layerforward_ocl.ll │ │ ├── rodinia-3.1-bfs-BFS_1.ll │ │ ├── rodinia-3.1-bfs-BFS_2.ll │ │ ├── rodinia-3.1-cfd-compute_flux.ll │ │ ├── rodinia-3.1-cfd-compute_step_factor.ll │ │ ├── rodinia-3.1-cfd-initialize_variables.ll │ │ ├── rodinia-3.1-cfd-memset_kernel.ll │ │ ├── rodinia-3.1-cfd-time_step.ll │ │ ├── rodinia-3.1-gaussian-Fan1.ll │ │ ├── rodinia-3.1-gaussian-Fan2.ll │ │ ├── rodinia-3.1-hotspot-hotspot.ll │ │ ├── rodinia-3.1-kmeans-kmeans_kernel_c.ll │ │ ├── rodinia-3.1-kmeans-kmeans_swap.ll │ │ ├── rodinia-3.1-lavaMD-kernel_gpu_opencl.ll │ │ ├── rodinia-3.1-leukocyte-GICOV_kernel.ll │ │ ├── rodinia-3.1-leukocyte-IMGVF_kernel.ll │ │ ├── rodinia-3.1-leukocyte-dilate_kernel.ll │ │ ├── rodinia-3.1-lud-lud_diagonal.ll │ │ ├── rodinia-3.1-lud-lud_internal.ll │ │ ├── rodinia-3.1-lud-lud_perimeter.ll │ │ ├── rodinia-3.1-nn-NearestNeighbor.ll │ │ ├── rodinia-3.1-nw-nw_kernel1.ll │ │ ├── rodinia-3.1-nw-nw_kernel2.ll │ │ ├── rodinia-3.1-particlefilter-find_index_kernel.ll │ │ ├── rodinia-3.1-particlefilter-likelihood_kernel.ll │ │ ├── rodinia-3.1-particlefilter-normalize_weights_kernel.ll │ │ ├── rodinia-3.1-particlefilter-sum_kernel.ll │ │ ├── rodinia-3.1-pathfinder-dynproc_kernel.ll │ │ ├── rodinia-3.1-streamcluster-memset_kernel.ll │ │ ├── rodinia-3.1-streamcluster-pgain_kernel.ll │ │ ├── shoc-1.1.5-BFS-BFS_kernel_warp.ll │ │ ├── shoc-1.1.5-FFT-chk1D_512.ll │ │ ├── shoc-1.1.5-FFT-fft1D_512.ll │ │ ├── shoc-1.1.5-FFT-ifft1D_512.ll │ │ ├── shoc-1.1.5-GEMM-sgemmNN.ll │ │ ├── shoc-1.1.5-GEMM-sgemmNT.ll │ │ ├── shoc-1.1.5-MD-compute_lj_force.ll │ │ ├── shoc-1.1.5-MD5Hash-FindKeyWithDigest_Kernel.ll │ │ ├── shoc-1.1.5-Reduction-reduce.ll │ │ ├── shoc-1.1.5-S3D-gr_base.ll │ │ ├── shoc-1.1.5-S3D-qssa2_kernel.ll │ │ ├── shoc-1.1.5-S3D-qssa_kernel.ll │ │ ├── shoc-1.1.5-S3D-qssab_kernel.ll │ │ ├── shoc-1.1.5-S3D-ratt10_kernel.ll │ │ ├── shoc-1.1.5-S3D-ratt2_kernel.ll │ │ ├── shoc-1.1.5-S3D-ratt3_kernel.ll │ │ ├── shoc-1.1.5-S3D-ratt4_kernel.ll │ │ ├── shoc-1.1.5-S3D-ratt5_kernel.ll │ │ ├── shoc-1.1.5-S3D-ratt6_kernel.ll │ │ ├── shoc-1.1.5-S3D-ratt7_kernel.ll │ │ ├── shoc-1.1.5-S3D-ratt8_kernel.ll │ │ ├── shoc-1.1.5-S3D-ratt9_kernel.ll │ │ ├── shoc-1.1.5-S3D-ratt_kernel.ll │ │ ├── shoc-1.1.5-S3D-ratx2_kernel.ll │ │ ├── shoc-1.1.5-S3D-ratx4_kernel.ll │ │ ├── shoc-1.1.5-S3D-ratx_kernel.ll │ │ ├── shoc-1.1.5-S3D-ratxb_kernel.ll │ │ ├── shoc-1.1.5-S3D-rdsmh_kernel.ll │ │ ├── shoc-1.1.5-S3D-rdwdot10_kernel.ll │ │ ├── shoc-1.1.5-S3D-rdwdot2_kernel.ll │ │ ├── shoc-1.1.5-S3D-rdwdot3_kernel.ll │ │ ├── shoc-1.1.5-S3D-rdwdot6_kernel.ll │ │ ├── shoc-1.1.5-S3D-rdwdot7_kernel.ll │ │ ├── shoc-1.1.5-S3D-rdwdot8_kernel.ll │ │ ├── shoc-1.1.5-S3D-rdwdot9_kernel.ll │ │ ├── shoc-1.1.5-S3D-rdwdot_kernel.ll │ │ ├── shoc-1.1.5-Scan-bottom_scan.ll │ │ ├── shoc-1.1.5-Scan-reduce.ll │ │ ├── shoc-1.1.5-Scan-top_scan.ll │ │ ├── shoc-1.1.5-Sort-bottom_scan.ll │ │ ├── shoc-1.1.5-Sort-reduce.ll │ │ ├── shoc-1.1.5-Sort-top_scan.ll │ │ ├── shoc-1.1.5-Spmv-spmv_csr_scalar_kernel.ll │ │ ├── shoc-1.1.5-Spmv-spmv_csr_vector_kernel.ll │ │ ├── shoc-1.1.5-Spmv-spmv_ellpackr_kernel.ll │ │ ├── shoc-1.1.5-Stencil2D-CopyRect.ll │ │ ├── shoc-1.1.5-Stencil2D-StencilKernel.ll │ │ └── shoc-1.1.5-Triad-Triad.ll │ │ └── prior_art_results │ │ ├── deeptune_dm.results │ │ ├── grewe_dm.results │ │ ├── ncc_fix_DM.results │ │ └── static_dm.results ├── Out_Of_Vocabulary │ ├── 71-Programs_OOV.pdf │ ├── OOV.ipynb │ └── OOV_71_Algos.csv ├── README.md ├── Thread_Coarsening │ ├── ThreadCoarsening.ipynb │ └── data │ │ ├── all.txt │ │ ├── kernels_ir │ │ ├── binarySearch.ll │ │ ├── blackscholes.ll │ │ ├── convolution.ll │ │ ├── dwtHaar1D.ll │ │ ├── fastWalsh.ll │ │ ├── floydWarshall.ll │ │ ├── mriQ.ll │ │ ├── mt.ll │ │ ├── mtLocal.ll │ │ ├── mvCoal.ll │ │ ├── mvUncoal.ll │ │ ├── nbody.ll │ │ ├── reduce.ll │ │ ├── sgemm.ll │ │ ├── sobel.ll │ │ ├── spmv.ll │ │ └── stencil.ll │ │ ├── pact-2014-oracles.csv │ │ ├── pact-2014-runtimes.csv │ │ └── prior_art_results │ │ ├── deeptune_tf.results │ │ ├── deeptune_tl_tf.results │ │ ├── magni_tf.results │ │ └── ncc_fix_tf.results ├── TimeTaken │ ├── Time-Taken.pdf │ ├── TimeTaken_Algos.csv │ └── timeCompare.ipynb ├── exp_requirements.yaml └── generate_IR2Vec_embeddings.sh ├── images └── ir2vec.jpg ├── seed_embeddings ├── OpenKE │ ├── LICENSE.txt │ ├── README.md │ ├── __init__.py │ ├── analogies.txt │ ├── analogy.py │ ├── base │ │ ├── Base.cpp │ │ ├── Corrupt.h │ │ ├── Random.h │ │ ├── Reader.h │ │ ├── Setting.h │ │ ├── Test.h │ │ └── Triple.h │ ├── config │ │ ├── Tester.py │ │ ├── Trainer.py │ │ └── __init__.py │ ├── data │ │ ├── PyTorchTrainDataLoader.py │ │ ├── TestDataLoader.py │ │ ├── TrainDataLoader.py │ │ └── __init__.py │ ├── generate_embedding.py │ ├── generate_embedding_ray.py │ ├── launch_training.sh │ ├── make.sh │ ├── module │ │ ├── BaseModule.py │ │ ├── __init__.py │ │ ├── loss │ │ │ ├── Loss.py │ │ │ ├── MarginLoss.py │ │ │ ├── SigmoidLoss.py │ │ │ ├── SoftplusLoss.py │ │ │ └── __init__.py │ │ ├── model │ │ │ ├── Analogy.py │ │ │ ├── ComplEx.py │ │ │ ├── DistMult.py │ │ │ ├── HolE.py │ │ │ ├── Model.py │ │ │ ├── RESCAL.py │ │ │ ├── RotatE.py │ │ │ ├── SimplE.py │ │ │ ├── TransD.py │ │ │ ├── TransE.py │ │ │ ├── TransH.py │ │ │ ├── TransR.py │ │ │ └── __init__.py │ │ └── strategy │ │ │ ├── NegativeSampling.py │ │ │ ├── Strategy.py │ │ │ └── __init__.py │ ├── openKE.yaml │ ├── openKE_GPU.yaml │ ├── preprocess.py │ ├── preprocess_hybrid.py │ └── release │ │ └── Base.so ├── README.md └── triplets.sh ├── src ├── CMakeLists.txt ├── CollectIR.cpp ├── FlowAware.cpp ├── IR2Vec.cpp ├── Symbolic.cpp ├── generate_vocabulary.py ├── include │ ├── CollectIR.h │ ├── FlowAware.h │ ├── IR2Vec.h │ ├── Symbolic.h │ ├── VectorSolver.h │ ├── VectorSolverEigen.h │ ├── utils.h │ └── version.h.cmake ├── libIR2Vec.cpp ├── test-suite │ ├── CMakeLists.txt │ ├── PE-benchmarks-llfiles-llvm20 │ │ ├── Find_the_closest_pair_from_two_sorted_arrays.ll │ │ ├── Iterative_QuickSort.ll │ │ ├── Nearly_sorted_Algo.ll │ │ ├── aho-corasick-algorithm.ll │ │ ├── anagram-substring-search-search-permutations.ll │ │ ├── bellman-ford-algorithm.ll │ │ ├── bfs.ll │ │ ├── biconnectivity.ll │ │ ├── binary-insertion-sort.ll │ │ ├── binomial-coefficient.ll │ │ ├── birthday-paradox.ll │ │ ├── boolean-parenthesization-problem.ll │ │ ├── boruvkas-algorithm.ll │ │ ├── box-stacking.ll │ │ ├── boyer-moore-algorithm.ll │ │ ├── channel-assignment.ll │ │ ├── coin-change.ll │ │ ├── collect-maximum-points-in-a-grid-using-two-traversals.ll │ │ ├── construction-of-lcp-array-from-suffix-array.ll │ │ ├── count-1s-sorted-binary-array.ll │ │ ├── count-number-binary-strings-without-consecutive-1s.ll │ │ ├── count-of-n-digit-numbers-whose-sum-of-digits-equals-to-given-sum.ll │ │ ├── count-possible-ways-to-construct-buildings.ll │ │ ├── count-ways-reach-nth-stair.ll │ │ ├── cut-vertices.ll │ │ ├── cutting-a-rod.ll │ │ ├── detect-cycle-in-a-graph.ll │ │ ├── detect-cycle-undirected-graph.ll │ │ ├── dfa-based-division.ll │ │ ├── dfs.ll │ │ ├── edit-distance.ll │ │ ├── efficient-constructtion-of-finite-automata.ll │ │ ├── egg-dropping-puzzle.ll │ │ ├── euler-circuit-directed-graph.ll │ │ ├── eulerian-path-and-circuit.ll │ │ ├── find-common-elements-three-sorted-arrays.ll │ │ ├── find-k-closest-elements-given-value.ll │ │ ├── find-length-of-the-longest-consecutive-path-in-a-character-matrix.ll │ │ ├── find-minimum-number-of-coins-that-make-a-change.ll │ │ ├── find-parity.ll │ │ ├── find-two-non-repeating-element.ll │ │ ├── finite-automata-algorithm.ll │ │ ├── floyd-warshall.ll │ │ ├── graph-coloring.ll │ │ ├── hamiltonian-cycle-backtracking.ll │ │ ├── insertion-sort-for-singly-linked-list.ll │ │ ├── karatsuba.ll │ │ ├── kmp-algorithm.ll │ │ ├── kth-smallestlargest-element-unsorted-array-set-2-expected-linear-time.ll │ │ ├── kth-smallestlargest-element-unsorted-array-set-3-worst-case-linear-time.ll │ │ ├── largest-independent-set-problem.ll │ │ ├── largest-sum-contiguous-subarray.ll │ │ ├── lexicographic-rank-of-a-string.ll │ │ ├── little-and-big-endian-mystery.ll │ │ ├── longest-bitonic-subsequence.ll │ │ ├── longest-even-length-substring-sum-first-second-half.ll │ │ ├── longest-increasing-subsequence.ll │ │ ├── longest-palindrome-substring.ll │ │ ├── longest-palindromic-subsequence.ll │ │ ├── longest-path-directed-acyclic-graph.ll │ │ ├── m-coloring-problem.ll │ │ ├── magic-square.ll │ │ ├── matrix-chain-multiplication.ll │ │ ├── maximum-length-chain-of-pairs.ll │ │ ├── maximum-profit-by-buying-and-selling-a-share-at-most-twice.ll │ │ ├── maximum-size-sub-matrix-with-all-1s-in-a-binary-matrix.ll │ │ ├── maximum-sum-increasing-subsequence.ll │ │ ├── maximum-sum-rectangle-in-a-2d-matrix.ll │ │ ├── merge-sort-for-doubly-linked-list.ll │ │ ├── mergeSort_LinkedList.ll │ │ ├── min-cost-path.ll │ │ ├── minimum-adjacent-swaps-to-move-maximum-and-minimum-to-corners.ll │ │ ├── minimum-cost-polygon-triangulation.ll │ │ ├── minimum-cut-in-a-directed-graph.ll │ │ ├── minimum-number-of-jumps-to-reach-end-of-a-given-array.ll │ │ ├── minimum-positive-points-to-reach-destination.ll │ │ ├── mobile-numeric-keypad-problem.ll │ │ ├── mobile-numeric-keypad-problem_space_optm.ll │ │ ├── n-queen-problem.ll │ │ ├── naive-algorithm.ll │ │ ├── optimal-binary-search-tree.ll │ │ ├── optimized-naive-algorithm.ll │ │ ├── overlapping-subproblems-property.ll │ │ ├── palindrome-partitioning.ll │ │ ├── partition-problem.ll │ │ ├── permutations-of-a-given-string.ll │ │ ├── program-for-nth-fibonacci-number.ll │ │ ├── program-wish-womens-day.ll │ │ ├── quicksort-for-linked-list.ll │ │ ├── quicksort-on-singly-linked-list.ll │ │ ├── rabin-karp-algorithm.ll │ │ ├── rat-in-a-maze.ll │ │ ├── reservoir-sampling.ll │ │ ├── rotate-bits-of-an-integer.ll │ │ ├── shortest-common-supersequence.ll │ │ ├── sieve-of-eratosthenes.ll │ │ ├── snake-ladder.ll │ │ ├── sort-array-wave-form-2.ll │ │ ├── sort-n-numbers-range-0-n2-1-linear-time.ll │ │ ├── sorted-array-number-x-find-pair-array-whose-sum-closest-x.ll │ │ ├── strongly-connected-components.ll │ │ ├── subset-sum-problem.ll │ │ ├── subset-sum.ll │ │ ├── sudoku.ll │ │ ├── tarjan-algorithm.ll │ │ ├── the-knights-tour.ll │ │ ├── topological-sorting.ll │ │ ├── total-number-of-non-decreasing-numbers-with-n-digits.ll │ │ ├── tower-of-hanoi.ll │ │ ├── transitive-closure-of-a-graph.ll │ │ ├── trie-suffixes.ll │ │ ├── tug-of-war.ll │ │ ├── ugly-numbers.ll │ │ ├── union-find.ll │ │ ├── vertex-cover-problem.ll │ │ ├── weighted-job-scheduling.ll │ │ ├── word-wrap.ll │ │ └── z-algorithm-linear-time.ll │ ├── PE-benchmarks │ │ ├── Find_the_closest_pair_from_two_sorted_arrays.cpp │ │ ├── Iterative_QuickSort.cpp │ │ ├── Nearly_sorted_Algo.cpp │ │ ├── aho-corasick-algorithm.cpp │ │ ├── anagram-substring-search-search-permutations.cpp │ │ ├── bellman-ford-algorithm.cpp │ │ ├── bfs.cpp │ │ ├── biconnectivity.cpp │ │ ├── binary-insertion-sort.cpp │ │ ├── binomial-coefficient.cpp │ │ ├── birthday-paradox.cpp │ │ ├── boolean-parenthesization-problem.cpp │ │ ├── boruvkas-algorithm.cpp │ │ ├── box-stacking.cpp │ │ ├── boyer-moore-algorithm.cpp │ │ ├── channel-assignment.cpp │ │ ├── coin-change.cpp │ │ ├── collect-maximum-points-in-a-grid-using-two-traversals.cpp │ │ ├── construction-of-lcp-array-from-suffix-array.cpp │ │ ├── count-1s-sorted-binary-array.cpp │ │ ├── count-number-binary-strings-without-consecutive-1s.cpp │ │ ├── count-of-n-digit-numbers-whose-sum-of-digits-equals-to-given-sum.cpp │ │ ├── count-possible-ways-to-construct-buildings.cpp │ │ ├── count-ways-reach-nth-stair.cpp │ │ ├── cut-vertices.cpp │ │ ├── cutting-a-rod.cpp │ │ ├── detect-cycle-in-a-graph.cpp │ │ ├── detect-cycle-undirected-graph.cpp │ │ ├── dfa-based-division.cpp │ │ ├── dfs.cpp │ │ ├── edit-distance.cpp │ │ ├── efficient-constructtion-of-finite-automata.cpp │ │ ├── egg-dropping-puzzle.cpp │ │ ├── euler-circuit-directed-graph.cpp │ │ ├── eulerian-path-and-circuit.cpp │ │ ├── find-common-elements-three-sorted-arrays.cpp │ │ ├── find-k-closest-elements-given-value.cpp │ │ ├── find-length-of-the-longest-consecutive-path-in-a-character-matrix.cpp │ │ ├── find-minimum-number-of-coins-that-make-a-change.cpp │ │ ├── find-parity.cpp │ │ ├── find-two-non-repeating-element.cpp │ │ ├── finite-automata-algorithm.cpp │ │ ├── floyd-warshall.cpp │ │ ├── graph-coloring.cpp │ │ ├── hamiltonian-cycle-backtracking.cpp │ │ ├── insertion-sort-for-singly-linked-list.cpp │ │ ├── karatsuba.cpp │ │ ├── kmp-algorithm.cpp │ │ ├── kth-smallestlargest-element-unsorted-array-set-2-expected-linear-time.cpp │ │ ├── kth-smallestlargest-element-unsorted-array-set-3-worst-case-linear-time.cpp │ │ ├── largest-independent-set-problem.cpp │ │ ├── largest-sum-contiguous-subarray.cpp │ │ ├── lexicographic-rank-of-a-string.cpp │ │ ├── little-and-big-endian-mystery.cpp │ │ ├── longest-bitonic-subsequence.cpp │ │ ├── longest-even-length-substring-sum-first-second-half.cpp │ │ ├── longest-increasing-subsequence.cpp │ │ ├── longest-palindrome-substring.cpp │ │ ├── longest-palindromic-subsequence.cpp │ │ ├── longest-path-directed-acyclic-graph.cpp │ │ ├── m-coloring-problem.cpp │ │ ├── magic-square.cpp │ │ ├── matrix-chain-multiplication.cpp │ │ ├── maximum-length-chain-of-pairs.cpp │ │ ├── maximum-profit-by-buying-and-selling-a-share-at-most-twice.cpp │ │ ├── maximum-size-sub-matrix-with-all-1s-in-a-binary-matrix.cpp │ │ ├── maximum-sum-increasing-subsequence.cpp │ │ ├── maximum-sum-rectangle-in-a-2d-matrix.cpp │ │ ├── merge-sort-for-doubly-linked-list.cpp │ │ ├── mergeSort_LinkedList.cpp │ │ ├── min-cost-path.cpp │ │ ├── minimum-adjacent-swaps-to-move-maximum-and-minimum-to-corners.cpp │ │ ├── minimum-cost-polygon-triangulation.cpp │ │ ├── minimum-cut-in-a-directed-graph.cpp │ │ ├── minimum-number-of-jumps-to-reach-end-of-a-given-array.cpp │ │ ├── minimum-positive-points-to-reach-destination.cpp │ │ ├── mobile-numeric-keypad-problem.cpp │ │ ├── mobile-numeric-keypad-problem_space_optm.cpp │ │ ├── n-queen-problem.cpp │ │ ├── naive-algorithm.cpp │ │ ├── optimal-binary-search-tree.cpp │ │ ├── optimized-naive-algorithm.cpp │ │ ├── overlapping-subproblems-property.cpp │ │ ├── palindrome-partitioning.cpp │ │ ├── partition-problem.cpp │ │ ├── permutations-of-a-given-string.cpp │ │ ├── program-for-nth-fibonacci-number.cpp │ │ ├── program-wish-womens-day.cpp │ │ ├── quicksort-for-linked-list.cpp │ │ ├── quicksort-on-singly-linked-list.cpp │ │ ├── rabin-karp-algorithm.cpp │ │ ├── rat-in-a-maze.cpp │ │ ├── reservoir-sampling.cpp │ │ ├── rotate-bits-of-an-integer.cpp │ │ ├── shortest-common-supersequence.cpp │ │ ├── sieve-of-eratosthenes.cpp │ │ ├── snake-ladder.cpp │ │ ├── sort-array-wave-form-2.cpp │ │ ├── sort-n-numbers-range-0-n2-1-linear-time.cpp │ │ ├── sorted-array-number-x-find-pair-array-whose-sum-closest-x.cpp │ │ ├── strongly-connected-components.cpp │ │ ├── subset-sum-problem.cpp │ │ ├── subset-sum.cpp │ │ ├── sudoku.cpp │ │ ├── tarjan-algorithm.cpp │ │ ├── the-knights-tour.cpp │ │ ├── topological-sorting.cpp │ │ ├── total-number-of-non-decreasing-numbers-with-n-digits.cpp │ │ ├── tower-of-hanoi.cpp │ │ ├── transitive-closure-of-a-graph.cpp │ │ ├── trie-suffixes.cpp │ │ ├── tug-of-war.cpp │ │ ├── ugly-numbers.cpp │ │ ├── union-find.cpp │ │ ├── vertex-cover-problem.cpp │ │ ├── weighted-job-scheduling.cpp │ │ ├── word-wrap.cpp │ │ └── z-algorithm-linear-time.cpp │ ├── README.md │ ├── TimeBenchmarks.py │ ├── generateOracle.sh │ ├── generate_llfiles.sh │ ├── get_index_file.py │ ├── index-llvm20.files │ ├── lit.cfg.py │ ├── lit.site.cfg.py.in │ ├── oracle │ │ ├── FA_llvm20_f │ │ │ └── ir2vec.txt │ │ ├── FA_llvm20_onDemand │ │ │ └── ir2vec.txt │ │ ├── FA_llvm20_p │ │ │ ├── ir2vec.txt │ │ │ └── sqlite3.txt │ │ ├── SYM_llvm20_f │ │ │ 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