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Linear_32.hxx
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131 lines (131 loc) · 561 KB
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//Code generated automatically by TMVA for Inference of Model file [Linear_32.onnx] at [Sun May 16 14:40:04 2021]
#include<algorithm>
#include<vector>
#include <Eigen/Dense>
namespace TMVA_SOFIE_Linear_32{
namespace BLAS{
extern "C" void sgemm_(const char * transa, const char * transb, const int * m, const int * n, const int * k,
const float * alpha, const float * A, const int * lda, const float * B, const int * ldb,
const float * beta, float * C, const int * ldc);
}//BLAS
float tensor_6bias[1600] = {-0.122978322, 0.111391045, -0.10524419, 0.00163804251, 0.0793818757, 0.0039086449, -0.0280288626, -0.0321687981, -0.0314087979, -0.04045102, 0.090410769, 0.0156766791, -0.00213528122, -0.11499057, -0.00775349047, 0.0251947399, 0.130367741, 0.111309595, -0.0981993899, 0.0409437791, 0.0398042984, 0.0825001299, 0.144280702, 0.0411195643, -0.0286446009, -0.0191131383, -0.03500247, -0.00627800124, -0.110067807, -0.011378482, 0.092772387, 0.0171350744, -0.125390455, -0.0217630807, -0.103290707, 0.151449516, 0.133637935, 0.056119632, 0.00591737358, -0.0799904093, -0.0414892286, 0.00972048938, 0.0316805504, 0.131333783, 0.00690760184, 0.15768522, -0.0117279477, 0.0322210006, -0.0305741578, 0.0801597759, -0.122978322, 0.111391045, -0.10524419, 0.00163804251, 0.0793818757, 0.0039086449, -0.0280288626, -0.0321687981, -0.0314087979, -0.04045102, 0.090410769, 0.0156766791, -0.00213528122, -0.11499057, -0.00775349047, 0.0251947399, 0.130367741, 0.111309595, -0.0981993899, 0.0409437791, 0.0398042984, 0.0825001299, 0.144280702, 0.0411195643, -0.0286446009, -0.0191131383, -0.03500247, -0.00627800124, -0.110067807, -0.011378482, 0.092772387, 0.0171350744, -0.125390455, -0.0217630807, -0.103290707, 0.151449516, 0.133637935, 0.056119632, 0.00591737358, -0.0799904093, -0.0414892286, 0.00972048938, 0.0316805504, 0.131333783, 0.00690760184, 0.15768522, -0.0117279477, 0.0322210006, -0.0305741578, 0.0801597759, -0.122978322, 0.111391045, -0.10524419, 0.00163804251, 0.0793818757, 0.0039086449, -0.0280288626, -0.0321687981, -0.0314087979, -0.04045102, 0.090410769, 0.0156766791, -0.00213528122, -0.11499057, -0.00775349047, 0.0251947399, 0.130367741, 0.111309595, -0.0981993899, 0.0409437791, 0.0398042984, 0.0825001299, 0.144280702, 0.0411195643, -0.0286446009, -0.0191131383, -0.03500247, -0.00627800124, -0.110067807, -0.011378482, 0.092772387, 0.0171350744, -0.125390455, -0.0217630807, -0.103290707, 0.151449516, 0.133637935, 0.056119632, 0.00591737358, -0.0799904093, 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float tensor_18bias[320] = {-0.084530063, 0.0606635027, -0.0744476318, -0.11339961, 0.0759287775, -0.0715824962, 0.0301163159, -0.131258652, 0.0202941447, -0.0280932188, -0.084530063, 0.0606635027, -0.0744476318, -0.11339961, 0.0759287775, -0.0715824962, 0.0301163159, -0.131258652, 0.0202941447, -0.0280932188, -0.084530063, 0.0606635027, -0.0744476318, -0.11339961, 0.0759287775, -0.0715824962, 0.0301163159, -0.131258652, 0.0202941447, -0.0280932188, -0.084530063, 0.0606635027, -0.0744476318, -0.11339961, 0.0759287775, -0.0715824962, 0.0301163159, -0.131258652, 0.0202941447, -0.0280932188, -0.084530063, 0.0606635027, -0.0744476318, -0.11339961, 0.0759287775, -0.0715824962, 0.0301163159, -0.131258652, 0.0202941447, -0.0280932188, -0.084530063, 0.0606635027, -0.0744476318, -0.11339961, 0.0759287775, -0.0715824962, 0.0301163159, -0.131258652, 0.0202941447, -0.0280932188, -0.084530063, 0.0606635027, -0.0744476318, -0.11339961, 0.0759287775, -0.0715824962, 0.0301163159, -0.131258652, 0.0202941447, -0.0280932188, -0.084530063, 0.0606635027, -0.0744476318, -0.11339961, 0.0759287775, -0.0715824962, 0.0301163159, -0.131258652, 0.0202941447, -0.0280932188, -0.084530063, 0.0606635027, -0.0744476318, -0.11339961, 0.0759287775, -0.0715824962, 0.0301163159, -0.131258652, 0.0202941447, -0.0280932188, -0.084530063, 0.0606635027, -0.0744476318, -0.11339961, 0.0759287775, -0.0715824962, 0.0301163159, -0.131258652, 0.0202941447, -0.0280932188, -0.084530063, 0.0606635027, -0.0744476318, -0.11339961, 0.0759287775, -0.0715824962, 0.0301163159, -0.131258652, 0.0202941447, -0.0280932188, -0.084530063, 0.0606635027, -0.0744476318, -0.11339961, 0.0759287775, -0.0715824962, 0.0301163159, -0.131258652, 0.0202941447, -0.0280932188, -0.084530063, 0.0606635027, -0.0744476318, -0.11339961, 0.0759287775, -0.0715824962, 0.0301163159, -0.131258652, 0.0202941447, -0.0280932188, -0.084530063, 0.0606635027, -0.0744476318, -0.11339961, 0.0759287775, -0.0715824962, 0.0301163159, -0.131258652, 0.0202941447, -0.0280932188, -0.084530063, 0.0606635027, -0.0744476318, -0.11339961, 0.0759287775, -0.0715824962, 0.0301163159, -0.131258652, 0.0202941447, -0.0280932188, -0.084530063, 0.0606635027, -0.0744476318, -0.11339961, 0.0759287775, -0.0715824962, 0.0301163159, -0.131258652, 0.0202941447, -0.0280932188, -0.084530063, 0.0606635027, -0.0744476318, -0.11339961, 0.0759287775, -0.0715824962, 0.0301163159, -0.131258652, 0.0202941447, -0.0280932188, -0.084530063, 0.0606635027, -0.0744476318, -0.11339961, 0.0759287775, -0.0715824962, 0.0301163159, -0.131258652, 0.0202941447, -0.0280932188, -0.084530063, 0.0606635027, -0.0744476318, -0.11339961, 0.0759287775, -0.0715824962, 0.0301163159, -0.131258652, 0.0202941447, -0.0280932188, -0.084530063, 0.0606635027, -0.0744476318, -0.11339961, 0.0759287775, -0.0715824962, 0.0301163159, -0.131258652, 0.0202941447, -0.0280932188, -0.084530063, 0.0606635027, -0.0744476318, -0.11339961, 0.0759287775, -0.0715824962, 0.0301163159, -0.131258652, 0.0202941447, -0.0280932188, -0.084530063, 0.0606635027, -0.0744476318, -0.11339961, 0.0759287775, -0.0715824962, 0.0301163159, -0.131258652, 0.0202941447, -0.0280932188, -0.084530063, 0.0606635027, -0.0744476318, -0.11339961, 0.0759287775, -0.0715824962, 0.0301163159, -0.131258652, 0.0202941447, -0.0280932188, -0.084530063, 0.0606635027, -0.0744476318, -0.11339961, 0.0759287775, -0.0715824962, 0.0301163159, -0.131258652, 0.0202941447, -0.0280932188, -0.084530063, 0.0606635027, -0.0744476318, -0.11339961, 0.0759287775, -0.0715824962, 0.0301163159, -0.131258652, 0.0202941447, -0.0280932188, -0.084530063, 0.0606635027, -0.0744476318, -0.11339961, 0.0759287775, -0.0715824962, 0.0301163159, -0.131258652, 0.0202941447, -0.0280932188, -0.084530063, 0.0606635027, -0.0744476318, -0.11339961, 0.0759287775, -0.0715824962, 0.0301163159, -0.131258652, 0.0202941447, -0.0280932188, -0.084530063, 0.0606635027, -0.0744476318, -0.11339961, 0.0759287775, -0.0715824962, 0.0301163159, -0.131258652, 0.0202941447, -0.0280932188, -0.084530063, 0.0606635027, -0.0744476318, -0.11339961, 0.0759287775, -0.0715824962, 0.0301163159, -0.131258652, 0.0202941447, -0.0280932188, -0.084530063, 0.0606635027, -0.0744476318, -0.11339961, 0.0759287775, -0.0715824962, 0.0301163159, -0.131258652, 0.0202941447, -0.0280932188, -0.084530063, 0.0606635027, -0.0744476318, -0.11339961, 0.0759287775, -0.0715824962, 0.0301163159, -0.131258652, 0.0202941447, -0.0280932188, -0.084530063, 0.0606635027, -0.0744476318, -0.11339961, 0.0759287775, -0.0715824962, 0.0301163159, -0.131258652, 0.0202941447, -0.0280932188};
float tensor_16bias[1600] = {0.13645649, 0.108711787, -0.043611683, 0.0658755004, 0.0516870953, -0.0129601555, 0.108535841, -0.010951126, -0.126638517, -0.109465331, 0.125449434, -0.0865530893, 0.0240579918, 0.00334395817, 0.10357099, -0.0427631289, 0.138175175, -0.0658616722, -0.147744983, -0.107961148, -0.0293183103, -0.0963364244, 0.0968062282, -0.059775874, 0.0608392693, -0.0465753302, 0.0650607422, -0.158261314, -0.0730171725, -0.00650733244, 0.129663914, 0.0318535566, 0.0525478087, 0.0858834013, 0.124159038, 0.115297422, -0.105370462, -0.137781188, -0.100655615, -0.0206593834, 0.00626891479, -0.179195791, -0.115350157, 0.102591552, 0.0272339135, 0.0843396485, 0.00720397802, 0.0705467835, 0.0751698464, -0.139195099, 0.13645649, 0.108711787, -0.043611683, 0.0658755004, 0.0516870953, -0.0129601555, 0.108535841, -0.010951126, -0.126638517, -0.109465331, 0.125449434, -0.0865530893, 0.0240579918, 0.00334395817, 0.10357099, -0.0427631289, 0.138175175, -0.0658616722, -0.147744983, 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-0.0339866094, 0.044960767, -0.145710722, -0.0041063102, -0.0950661674, 0.114963777, -0.0563849099, 0.0551303215};
float tensor_35[1600];
float tensor_34[1600];
float tensor_31[1600];
float tensor_29[1600];
float tensor_28[1600];
float tensor_27[1600];
float tensor_26[1600];
float tensor_36[1600];
float tensor_33[1600];
float tensor_30[1600];
float tensor_32[1600];
float tensor_23[1600];
float tensor_25[1600];
float tensor_37[1600];
float tensor_24[1600];
float tensor_39[320];
float tensor_38[1600];
float tensor_22[1600];
float tensor_21[1600];
std::vector<float> infer(float* tensor_input1){
Eigen::Map<Eigen::Matrix<float,32,100,Eigen::RowMajor>> em_input1(tensor_input1);
Eigen::Map<Eigen::Matrix<float,50,100,Eigen::RowMajor>> em_0weight(tensor_0weight);
Eigen::Map<Eigen::Matrix<float,32,50,Eigen::RowMajor>> em_21(tensor_21);
Eigen::Map<Eigen::Matrix<float,32,50,Eigen::RowMajor>> em_0bias(tensor_0bias);
em_21 = em_input1 * em_0weight.transpose()+ em_0bias ;
for (int id = 0; id < 1600 ; id++){
tensor_22[id] = ((tensor_21[id] > 0 )? tensor_21[id] : 0);
}
Eigen::Map<Eigen::Matrix<float,32,50,Eigen::RowMajor>> em_22(tensor_22);
Eigen::Map<Eigen::Matrix<float,50,50,Eigen::RowMajor>> em_2weight(tensor_2weight);
Eigen::Map<Eigen::Matrix<float,32,50,Eigen::RowMajor>> em_23(tensor_23);
Eigen::Map<Eigen::Matrix<float,32,50,Eigen::RowMajor>> em_2bias(tensor_2bias);
em_23 = em_22 * em_2weight.transpose()+ em_2bias ;
for (int id = 0; id < 1600 ; id++){
tensor_24[id] = ((tensor_23[id] > 0 )? tensor_23[id] : 0);
}
Eigen::Map<Eigen::Matrix<float,32,50,Eigen::RowMajor>> em_24(tensor_24);
Eigen::Map<Eigen::Matrix<float,50,50,Eigen::RowMajor>> em_4weight(tensor_4weight);
Eigen::Map<Eigen::Matrix<float,32,50,Eigen::RowMajor>> em_25(tensor_25);
Eigen::Map<Eigen::Matrix<float,32,50,Eigen::RowMajor>> em_4bias(tensor_4bias);
em_25 = em_24 * em_4weight.transpose()+ em_4bias ;
for (int id = 0; id < 1600 ; id++){
tensor_26[id] = ((tensor_25[id] > 0 )? tensor_25[id] : 0);
}
Eigen::Map<Eigen::Matrix<float,32,50,Eigen::RowMajor>> em_26(tensor_26);
Eigen::Map<Eigen::Matrix<float,50,50,Eigen::RowMajor>> em_6weight(tensor_6weight);
Eigen::Map<Eigen::Matrix<float,32,50,Eigen::RowMajor>> em_27(tensor_27);
Eigen::Map<Eigen::Matrix<float,32,50,Eigen::RowMajor>> em_6bias(tensor_6bias);
em_27 = em_26 * em_6weight.transpose()+ em_6bias ;
for (int id = 0; id < 1600 ; id++){
tensor_28[id] = ((tensor_27[id] > 0 )? tensor_27[id] : 0);
}
Eigen::Map<Eigen::Matrix<float,32,50,Eigen::RowMajor>> em_28(tensor_28);
Eigen::Map<Eigen::Matrix<float,50,50,Eigen::RowMajor>> em_8weight(tensor_8weight);
Eigen::Map<Eigen::Matrix<float,32,50,Eigen::RowMajor>> em_29(tensor_29);
Eigen::Map<Eigen::Matrix<float,32,50,Eigen::RowMajor>> em_8bias(tensor_8bias);
em_29 = em_28 * em_8weight.transpose()+ em_8bias ;
for (int id = 0; id < 1600 ; id++){
tensor_30[id] = ((tensor_29[id] > 0 )? tensor_29[id] : 0);
}
Eigen::Map<Eigen::Matrix<float,32,50,Eigen::RowMajor>> em_30(tensor_30);
Eigen::Map<Eigen::Matrix<float,50,50,Eigen::RowMajor>> em_10weight(tensor_10weight);
Eigen::Map<Eigen::Matrix<float,32,50,Eigen::RowMajor>> em_31(tensor_31);
Eigen::Map<Eigen::Matrix<float,32,50,Eigen::RowMajor>> em_10bias(tensor_10bias);
em_31 = em_30 * em_10weight.transpose()+ em_10bias ;
for (int id = 0; id < 1600 ; id++){
tensor_32[id] = ((tensor_31[id] > 0 )? tensor_31[id] : 0);
}
Eigen::Map<Eigen::Matrix<float,32,50,Eigen::RowMajor>> em_32(tensor_32);
Eigen::Map<Eigen::Matrix<float,50,50,Eigen::RowMajor>> em_12weight(tensor_12weight);
Eigen::Map<Eigen::Matrix<float,32,50,Eigen::RowMajor>> em_33(tensor_33);
Eigen::Map<Eigen::Matrix<float,32,50,Eigen::RowMajor>> em_12bias(tensor_12bias);
em_33 = em_32 * em_12weight.transpose()+ em_12bias ;
for (int id = 0; id < 1600 ; id++){
tensor_34[id] = ((tensor_33[id] > 0 )? tensor_33[id] : 0);
}
Eigen::Map<Eigen::Matrix<float,32,50,Eigen::RowMajor>> em_34(tensor_34);
Eigen::Map<Eigen::Matrix<float,50,50,Eigen::RowMajor>> em_14weight(tensor_14weight);
Eigen::Map<Eigen::Matrix<float,32,50,Eigen::RowMajor>> em_35(tensor_35);
Eigen::Map<Eigen::Matrix<float,32,50,Eigen::RowMajor>> em_14bias(tensor_14bias);
em_35 = em_34 * em_14weight.transpose()+ em_14bias ;
for (int id = 0; id < 1600 ; id++){
tensor_36[id] = ((tensor_35[id] > 0 )? tensor_35[id] : 0);
}
Eigen::Map<Eigen::Matrix<float,32,50,Eigen::RowMajor>> em_36(tensor_36);
Eigen::Map<Eigen::Matrix<float,50,50,Eigen::RowMajor>> em_16weight(tensor_16weight);
Eigen::Map<Eigen::Matrix<float,32,50,Eigen::RowMajor>> em_37(tensor_37);
Eigen::Map<Eigen::Matrix<float,32,50,Eigen::RowMajor>> em_16bias(tensor_16bias);
em_37 = em_36 * em_16weight.transpose()+ em_16bias ;
for (int id = 0; id < 1600 ; id++){
tensor_38[id] = ((tensor_37[id] > 0 )? tensor_37[id] : 0);
}
Eigen::Map<Eigen::Matrix<float,32,50,Eigen::RowMajor>> em_38(tensor_38);
Eigen::Map<Eigen::Matrix<float,10,50,Eigen::RowMajor>> em_18weight(tensor_18weight);
Eigen::Map<Eigen::Matrix<float,32,10,Eigen::RowMajor>> em_39(tensor_39);
Eigen::Map<Eigen::Matrix<float,32,10,Eigen::RowMajor>> em_18bias(tensor_18bias);
em_39 = em_38 * em_18weight.transpose()+ em_18bias ;
std::vector<float> ret (tensor_39, tensor_39 + sizeof(tensor_39) / sizeof(tensor_39[0]));
return ret;
}
} //TMVA_SOFIE_Linear_32