/dports/science/dakota/dakota-6.13.0-release-public.src-UI/src/ |
H A D | PluginSerialDirectApplicInterface.cpp | 38 Dakota::RealSymMatrix fn_hess; in derived_map_ac() local 42 fn_hess = Dakota::RealSymMatrix(Teuchos::View, fnHessians[0], in derived_map_ac() 44 fail_code = rosenbrock(xC, directFnASV[0], fnVals[0], fn_grad, fn_hess); in derived_map_ac() 82 Dakota::RealVector fn_grad; Dakota::RealSymMatrix fn_hess; in wait_local_evaluations() local 87 if (asv & 4) fn_hess = resp.function_hessian_view(0); in wait_local_evaluations() 88 rosenbrock(vars.continuous_variables(), asv, fn_val, fn_grad, fn_hess); in wait_local_evaluations() 104 Dakota::RealVector& fn_grad, Dakota::RealSymMatrix& fn_hess) in rosenbrock() argument 127 fn_hess(0,0) = -400.*fx + 2.; in rosenbrock() 128 fn_hess(0,1) = fnHessians[0](1,0) = -400.*x1; in rosenbrock() 129 fn_hess(1,1) = 200.; in rosenbrock()
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H A D | SoleilDirectApplicInterface.cpp | 39 Dakota::RealSymMatrix fn_hess; in derived_map_ac() local 43 fn_hess = Dakota::RealSymMatrix(Teuchos::View, fnHessians[0], in derived_map_ac() 45 fail_code = rosenbrock(xC, directFnASV[0], fnVals[0], fn_grad, fn_hess); in derived_map_ac() 95 Dakota::RealVector fn_grad; Dakota::RealSymMatrix fn_hess; in wait_local_evaluations() local 100 if (asv & 4) fn_hess = resp.function_hessian_view(0); in wait_local_evaluations() 101 rosenbrock(vars.continuous_variables(), asv, fn_val, fn_grad, fn_hess); in wait_local_evaluations() 117 Dakota::RealVector& fn_grad, Dakota::RealSymMatrix& fn_hess) in rosenbrock() argument 140 fn_hess(0,0) = -400.*fx + 2.; in rosenbrock() 141 fn_hess(0,1) = fnHessians[0](1,0) = -400.*x1; in rosenbrock() 142 fn_hess(1,1) = 200.; in rosenbrock()
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H A D | PluginSerialDirectApplicInterface.hpp | 87 Dakota::RealSymMatrix& fn_hess);
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H A D | SoleilDirectApplicInterface.hpp | 87 Dakota::RealSymMatrix& fn_hess);
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H A D | ExperimentData.cpp | 1458 RealSymMatrix fn_hess = residual_response.function_hessian_view(i); in scale_residuals() local 1460 fn_hess *= fn_scale; in scale_residuals() 1463 fn_hess(j, num_calib_params) = grad_scale * fn_grad[j]; in scale_residuals() 1464 fn_hess(num_calib_params, j) = grad_scale * fn_grad[j]; in scale_residuals() 1466 fn_hess(num_calib_params, num_calib_params) = hess_scale * fn_value; in scale_residuals() 1502 RealSymMatrix fn_hess = residual_response.function_hessian_view(i); in scale_residuals() local 1504 fn_hess *= fn_scale; in scale_residuals() 1507 fn_hess(j, num_calib_params + mult_ind) = grad_scale * fn_grad[j]; in scale_residuals() 1508 fn_hess(num_calib_params + mult_ind, j) = grad_scale * fn_grad[j]; in scale_residuals() 1510 fn_hess(num_calib_params + mult_ind, num_calib_params + mult_ind) = in scale_residuals()
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H A D | ExperimentDataUtils.cpp | 20 const RealSymMatrixArray& fn_hess, size_t offset, in copy_field_data() argument 38 size_t num_sm_cv = fn_hess[i].numRows(); in copy_field_data() 43 resp_hess(j,k) = fn_hess[i](j,k); in copy_field_data() 51 const RealSymMatrixArray& fn_hess, size_t offset, in copy_field_data() argument 67 size_t num_sm_cv = fn_hess[i].numRows(); in copy_field_data() 72 resp_hess(j,k) = fn_hess[i](j,k); in copy_field_data()
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H A D | DakotaInterface.cpp | 614 Real fn_val; RealVector fn_grad; RealSymMatrix fn_hess; in algebraic_mappings() local 643 fn_hess = algebraic_response.function_hessian_view(i); in algebraic_mappings() 646 fullhes(fn_hess.values(), num_alg_vars, algebraicFnTypes[i]-1, in algebraic_mappings() 651 fullhes(fn_hess.values(), num_alg_vars, num_alg_vars, NULL, in algebraic_mappings()
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H A D | ExperimentDataUtils.hpp | 42 const RealSymMatrixArray& fn_hess, size_t offset,
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H A D | DakotaApproximation.cpp | 1128 RealVector fn_grad; RealSymMatrix fn_hess; in add() local 1130 if (asv_val & 4) fn_hess = response.function_hessian_view(fn_index); in add() 1133 sdr(fn_val, fn_grad, fn_hess, asv_val, Pecos::SHALLOW_COPY); in add()
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H A D | ApproximationInterface.cpp | 299 const RealSymMatrix& fn_hess in map() local 305 core_response.function_hessian(fn_hess, index); in map()
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H A D | DakotaResponse.cpp | 1196 RealSymMatrix& fn_hess = functionHessians[i]; in overlay() local 1199 fn_hess(j,k) += partial_fn_hess(j,k); in overlay()
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/dports/science/dakota/dakota-6.13.0-release-public.src-UI/src/unit_test/ |
H A D | opt_tpl_test_fixture.hpp | 66 Dakota::RealSymMatrix fn_hess; in derived_map_ac() local 70 fn_hess = Dakota::RealSymMatrix(Teuchos::View, fnHessians[0], in derived_map_ac() 72 fail_code = simple_quad(xC, directFnASV[0], fnVals[0], fn_grad, fn_hess); in derived_map_ac() 110 Dakota::RealVector fn_grad; Dakota::RealSymMatrix fn_hess; in wait_local_evaluations() local 114 if (asv & 4) fn_hess = resp.function_hessian_view(0); in wait_local_evaluations() 115 simple_quad(vars.continuous_variables(), asv, fn_val, fn_grad, fn_hess); in wait_local_evaluations() 134 Dakota::RealSymMatrix& fn_hess) in simple_quad() argument
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H A D | opt_tpl_rol_hs.hpp | 54 Dakota::RealSymMatrix fn_hess; in derived_map_ac() local 58 fn_hess = Dakota::RealSymMatrix(Teuchos::View, fnHessians[0], in derived_map_ac()
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/dports/science/dakota/dakota-6.13.0-release-public.src-UI/packages/pecos/test/inactive/ |
H A D | pecos_hierarch_approx_driver.cpp | 54 RealSymMatrix fn_hess; in main() local 60 SurrogateDataResp(fn_val,fn_grad,fn_hess,1) ); in main() 77 SurrogateDataResp(fn_val,fn_grad,fn_hess,1) ); in main() 82 SurrogateDataResp(fn_val,fn_grad,fn_hess,1) ); in main() 138 SurrogateDataResp(fn_val,fn_grad,fn_hess,1) ); in main() 164 SurrogateDataResp(fn_val,fn_grad,fn_hess,1) ); in main() 213 SurrogateDataResp(fn_val,fn_grad,fn_hess,3) ); in main()
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/dports/science/dakota/dakota-6.13.0-release-public.src-UI/packages/pecos/src/ |
H A D | SurrogateData.hpp | 431 const RealSymMatrix& fn_hess, short bits, short mode); 450 const RealSymMatrix& fn_hess, short bits, short mode): in SurrogateDataRespRep() argument 458 if (activeBits & 4) copy_data(fn_hess, responseHess); in SurrogateDataRespRep() 465 responseHess = RealSymMatrix(Teuchos::View, fn_hess, fn_hess.numRows()); in SurrogateDataRespRep() 469 if (activeBits & 4) responseHess = fn_hess; in SurrogateDataRespRep() 515 const RealSymMatrix& fn_hess, short bits, 600 const RealSymMatrix& fn_hess, short bits, short mode): in SurrogateDataResp() argument 601 sdrRep(new SurrogateDataRespRep(fn_val, fn_grad, fn_hess, bits, mode)) in SurrogateDataResp()
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/dports/math/py-theano/Theano-1.0.5/theano/tensor/signal/tests/ |
H A D | test_pool.py | 811 fn_hess = function(inputs=[x_vec], outputs=grad_hess) 816 assert np.allclose(fn_hess([1, 2]), [[0., 0.], [0., 982.7667]])
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/dports/math/armadillo/armadillo-10.7.1/include/ |
H A D | armadillo | 514 #include "armadillo_bits/fn_hess.hpp"
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/dports/math/R-cran-RcppArmadillo/RcppArmadillo/inst/include/ |
H A D | armadillo | 514 #include "armadillo_bits/fn_hess.hpp"
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/dports/math/R-cran-RcppArmadillo/RcppArmadillo/ |
H A D | MD5 | 206 83399279c53e124a74a9b655b06d93b5 *inst/include/armadillo_bits/fn_hess.hpp
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