|
KrisLibrary
1.0.0
|
This is the complete list of members for Math::Complex, including all inherited members.
| add(const Complex &a, const Complex &b) (defined in Math::Complex) | Math::Complex | inline |
| add(const Complex &a, Real) (defined in Math::Complex) | Math::Complex | inline |
| addConjugateB(const Complex &a, const Complex &b) (defined in Math::Complex) | Math::Complex | inline |
| arg() const (defined in Math::Complex) | Math::Complex | inline |
| Complex() (defined in Math::Complex) | Math::Complex | |
| Complex(const Complex &) (defined in Math::Complex) | Math::Complex | |
| Complex(Real x) (defined in Math::Complex) | Math::Complex | |
| Complex(Real x, Real y) (defined in Math::Complex) | Math::Complex | |
| div(const Complex &a, const Complex &b) (defined in Math::Complex) | Math::Complex | inline |
| div(const Complex &a, Real) (defined in Math::Complex) | Math::Complex | inline |
| divConjugateB(const Complex &a, const Complex &b) (defined in Math::Complex) | Math::Complex | inline |
| get(Complex &) const (defined in Math::Complex) | Math::Complex | inline |
| get(Real &x, Real &y) const (defined in Math::Complex) | Math::Complex | inline |
| getConjugate(Complex &) const (defined in Math::Complex) | Math::Complex | inline |
| getInverse(Complex &) const (defined in Math::Complex) | Math::Complex | inline |
| getNegative(Complex &) const (defined in Math::Complex) | Math::Complex | inline |
| getNormalized(Complex &) const (defined in Math::Complex) | Math::Complex | inline |
| getPolar(Real &r, Real &theta) (defined in Math::Complex) | Math::Complex | inline |
| Im() const (defined in Math::Complex) | Math::Complex | inline |
| Im() (defined in Math::Complex) | Math::Complex | inline |
| inplaceConjugate() (defined in Math::Complex) | Math::Complex | inline |
| inplaceInverse() (defined in Math::Complex) | Math::Complex | inline |
| inplaceNegative() (defined in Math::Complex) | Math::Complex | inline |
| inplaceNormalize() (defined in Math::Complex) | Math::Complex | inline |
| inplaceScale(Real) (defined in Math::Complex) | Math::Complex | inline |
| isInvertible() const (defined in Math::Complex) | Math::Complex | inline |
| madd(const Complex &a, const Complex &b) (defined in Math::Complex) | Math::Complex | inline |
| madd(const Complex &a, Real) (defined in Math::Complex) | Math::Complex | inline |
| maddConjugateB(const Complex &a, const Complex &b) (defined in Math::Complex) | Math::Complex | inline |
| mul(const Complex &a, const Complex &b) (defined in Math::Complex) | Math::Complex | inline |
| mul(const Complex &a, Real) (defined in Math::Complex) | Math::Complex | inline |
| mulConjugateB(const Complex &a, const Complex &b) (defined in Math::Complex) | Math::Complex | inline |
| norm() const (defined in Math::Complex) | Math::Complex | inline |
| normSquared() const (defined in Math::Complex) | Math::Complex | inline |
| operator!=(const Complex &) const (defined in Math::Complex) | Math::Complex | inline |
| operator*=(const Complex &) (defined in Math::Complex) | Math::Complex | inline |
| operator*=(Real) (defined in Math::Complex) | Math::Complex | inline |
| operator+=(const Complex &) (defined in Math::Complex) | Math::Complex | inline |
| operator+=(Real) (defined in Math::Complex) | Math::Complex | inline |
| operator-=(const Complex &) (defined in Math::Complex) | Math::Complex | inline |
| operator-=(Real) (defined in Math::Complex) | Math::Complex | inline |
| operator/=(const Complex &) (defined in Math::Complex) | Math::Complex | inline |
| operator/=(Real) (defined in Math::Complex) | Math::Complex | inline |
| operator=(const Complex &) (defined in Math::Complex) | Math::Complex | inline |
| operator=(Real) (defined in Math::Complex) | Math::Complex | inline |
| operator==(const Complex &) const (defined in Math::Complex) | Math::Complex | inline |
| Re() const (defined in Math::Complex) | Math::Complex | inline |
| Re() (defined in Math::Complex) | Math::Complex | inline |
| Read(File &) (defined in Math::Complex) | Math::Complex | |
| set(const Complex &) (defined in Math::Complex) | Math::Complex | inline |
| set(Real x) (defined in Math::Complex) | Math::Complex | inline |
| set(Real x, Real y) (defined in Math::Complex) | Math::Complex | inline |
| setConjugate(const Complex &) (defined in Math::Complex) | Math::Complex | inline |
| setExp(const Complex &) (defined in Math::Complex) | Math::Complex | |
| setInverse(const Complex &) (defined in Math::Complex) | Math::Complex | inline |
| setLog(const Complex &, int n=0) (defined in Math::Complex) | Math::Complex | |
| setNegative(const Complex &) (defined in Math::Complex) | Math::Complex | inline |
| setNormalized(const Complex &) (defined in Math::Complex) | Math::Complex | inline |
| setPolar(Real r, Real theta) (defined in Math::Complex) | Math::Complex | inline |
| setPow(const Complex &, Real) (defined in Math::Complex) | Math::Complex | |
| setPow(const Complex &, const Complex &) (defined in Math::Complex) | Math::Complex | |
| setZero() (defined in Math::Complex) | Math::Complex | inline |
| sub(const Complex &a, const Complex &b) (defined in Math::Complex) | Math::Complex | inline |
| sub(const Complex &a, Real) (defined in Math::Complex) | Math::Complex | inline |
| subConjugateB(const Complex &a, const Complex &b) (defined in Math::Complex) | Math::Complex | inline |
| Write(File &) const (defined in Math::Complex) | Math::Complex | |
| x (defined in Math::Complex) | Math::Complex | |
| y (defined in Math::Complex) | Math::Complex |
1.8.11