| addIneqCon(goAutoPtr< function_type > f) (defined in goMath::OptProblem< matrix_type, vector_type >) | goMath::OptProblem< matrix_type, vector_type > | inline |
| eqA() (defined in goMath::OptProblem< matrix_type, vector_type >) | goMath::OptProblem< matrix_type, vector_type > | inline |
| eqB() (defined in goMath::OptProblem< matrix_type, vector_type >) | goMath::OptProblem< matrix_type, vector_type > | inline |
| f() (defined in goMath::OptProblem< matrix_type, vector_type >) | goMath::OptProblem< matrix_type, vector_type > | inline |
| function_type typedef (defined in goMath::OptProblem< matrix_type, vector_type >) | goMath::OptProblem< matrix_type, vector_type > | |
| ineq(goSize_t i) (defined in goMath::OptProblem< matrix_type, vector_type >) | goMath::OptProblem< matrix_type, vector_type > | inline |
| ineqCount() const (defined in goMath::OptProblem< matrix_type, vector_type >) | goMath::OptProblem< matrix_type, vector_type > | inline |
| nonNegativity() const (defined in goMath::OptProblem< matrix_type, vector_type >) | goMath::OptProblem< matrix_type, vector_type > | inline |
| OptProblem(goAutoPtr< function_type > f) (defined in goMath::OptProblem< matrix_type, vector_type >) | goMath::OptProblem< matrix_type, vector_type > | inline |
| setEqCon(goAutoPtr< matrix_type > A, goAutoPtr< vector_type > b) (defined in goMath::OptProblem< matrix_type, vector_type >) | goMath::OptProblem< matrix_type, vector_type > | inline |
| setNonNegativity(bool val=true) (defined in goMath::OptProblem< matrix_type, vector_type >) | goMath::OptProblem< matrix_type, vector_type > | inline |
| value_type typedef (defined in goMath::OptProblem< matrix_type, vector_type >) | goMath::OptProblem< matrix_type, vector_type > | |
| ~OptProblem() (defined in goMath::OptProblem< matrix_type, vector_type >) | goMath::OptProblem< matrix_type, vector_type > | inlinevirtual |