| /dports/science/dakota/dakota-6.13.0-release-public.src-UI/packages/pecos/src/ |
| H A D | HierarchInterpPolyApproximation.hpp | 501 const RealMatrix2DArray& t2_coeffs,
506 const RealMatrix2DArray& t2_coeffs,
537 const RealMatrix2DArray& t2_coeffs,
542 const RealMatrix2DArray& t2_coeffs,
591 const RealMatrix2DArray& t2_coeffs,
597 const RealMatrix2DArray& t2_coeffs,
628 const RealMatrix2DArray& t2_coeffs,
1358 const RealMatrix2DArray& t2_coeffs, in expectation() argument
1365 return expectation(t1_coeffs, t2_coeffs, in expectation()
1374 const RealMatrix2DArray& t2_coeffs, in expectation() argument
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| H A D | PolynomialApproximation.cpp | 304 integrate_moments(const RealVector& t1_coeffs, const RealMatrix& t2_coeffs, in integrate_moments() argument
324 t2_coeffs.numCols() != num_pts) { in integrate_moments()
327 << ") and coefficients (" << num_pts << ", " << t2_coeffs.numCols() in integrate_moments()
337 const Real* coeff2_i = t2_coeffs[i]; in integrate_moments()
348 const Real* coeff2_i = t2_coeffs[i]; in integrate_moments()
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| H A D | HierarchInterpPolyApproximation.cpp | 275 RealMatrix& t2_coeffs = exp_t2_coeffs[lev][set]; in increment_coefficients() local
308 Real* hier_grad = t2_coeffs[pt]; in increment_coefficients()
942 t1_coeffs, t2_coeffs, lev)); in synthetic_surrogate_data()
1091 const RealMatrix2DArray& t2_coeffs, in gradient_basis_variables() argument
1139 const RealMatrix2DArray& t2_coeffs, in gradient_basis_variables() argument
1188 const RealMatrix2DArray& t2_coeffs, in gradient_basis_variables() argument
3162 const RealMatrixArray& t2c_l = t2_coeffs[lev]; in expectation()
3351 const RealMatrixArray& t2c_l = t2_coeffs[lev]; in expectation()
3525 const RealMatrix2DArray& t2_coeffs, in expectation_gradient() argument
4593 const RealMatrix2DArray& t2_coeffs, in integrate_response_moments() argument
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| H A D | NodalInterpPolyApproximation.hpp | 236 const RealMatrixArray& t2_coeffs, const UShort3DArray& colloc_key,
274 const RealVectorArray& t1_coeffs, const RealMatrixArray& t2_coeffs,
294 Real expectation(const RealVector& t1_coeffs, const RealMatrix& t2_coeffs,
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| H A D | NodalInterpPolyApproximation.cpp | 400 const RealMatrix& t2_coeffs = expT2CoeffsIter->second; in synthetic_surrogate_data() local
419 sdr_array[pt].response_function( value(c_vars, t1_coeffs, t2_coeffs) ); in synthetic_surrogate_data()
422 gradient_basis_variables(c_vars, t1_coeffs, t2_coeffs) ); in synthetic_surrogate_data()
2479 const RealMatrixArray& t2_coeffs, const UShort3DArray& colloc_key, in value() argument
2494 tensor_product_value(x, t1_coeffs[i], t2_coeffs[i], sm_mi[i], in value()
2738 const RealMatrixArray& t2_coeffs, in gradient_basis_variables() argument
2761 tensor_product_gradient_basis_variables(x, t1_coeffs[i], t2_coeffs[i], in gradient_basis_variables()
3409 expectation(const RealVector& t1_coeffs, const RealMatrix& t2_coeffs, in expectation() argument
3419 size_t j, num_v = t2_coeffs.numRows(); in expectation()
3422 const Real *t2c_i = t2_coeffs[i], *t2_wt_i = t2_wts[i]; in expectation()
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| H A D | PolynomialApproximation.hpp | 386 const RealMatrix& t2_coeffs, const RealVector& t1_wts,
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