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XLPack 7.0
XLPack Numerical Library (C API) Reference Manual
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Functions | |
void | mnfb (int n, double x[], double b[][2], void(*calcf)(int, double *, int *, double *), double d[], void(*itsum)(int, double *, int, int, int, double), double v[], int lv, int iv[], int liv, int *info) |
Minimum of a multivariable nonlinear function (trust region method) (simply bounded) (gradient computed by finite differences) | |
void | mnfb_r (int n, double x[], double b[][2], double d[], double v[], int lv, int iv[], int liv, int *info, double *yy, int *irev) |
Minimum of a multivariable nonlinear function (trust region method) (simply bounded) (gradient computed by finite differences) (reverse communication version) | |
void | mngb (int n, double x[], double b[][2], void(*calcf)(int, double *, int *, double *), void(*calcg)(int, double *, int *, double *), double d[], void(*itsum)(int, double *, int, int, int, double), double v[], int lv, int iv[], int liv, int *info) |
Minimum of a multivariable nonlinear function (trust region method) (simply bounded) | |
void | mngb_r (int n, double x[], double b[][2], double d[], double v[], int lv, int iv[], int liv, int *info, double *yy, double yyp[], int *irev) |
Minimum of a multivariable nonlinear function (trust region method) (simply bounded) (reverse communication version) | |
void | mnhb (int n, double x[], double b[][2], void(*calcf)(int, double *, int *, double *), void(*calcgh)(int, double *, int *, double *, double *), double d[], void(*itsum)(int, double *, int, int, int, double), double v[], int lv, int iv[], int liv, int *info) |
Minimum of a multivariable nonlinear function (trust region method) (simply bounded) (gradient and Hessian computed analytically) | |
void | mnhb_r (int n, double x[], double b[][2], double d[], double v[], int lv, int iv[], int liv, int *info, double *yy, double yyp[], double yypd[], int *irev) |
Minimum of a multivariable nonlinear function (trust region method) (simply bounded) (gradient and Hessian computed analytically) (reverse communication version) | |
This is the group of G2. Constrained optimization of a general multivariate function.