- Generated on Thu Apr 8 2021 13:24:23 for Allolib by
1.9.1
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Allolib
1.0
C++ Components For Interactive Multimedia
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Public Types | |
| typedef Complex< T > | C |
Public Member Functions | |
| Complex (const Complex &v) | |
| Complex (const Polar< T > &v) | |
| Complex (const T &r=T(0), const T &i=T(0)) | |
| Complex (const T &m, const T &p, int fromPolar) | |
| C & | arg (T v) |
| Set argument leaving norm the same. | |
| C & | norm (T v) |
| Set norm leaving argument the same. | |
| C & | fromPolar (T phase) |
| Set phase and normalize. | |
| C & | fromPolar (T m, T p) |
| Set magnitude and phase. | |
| C & | set (T vr, T vi) |
| Set real and imaginary components. | |
| C & | set (const Polar< T > &p) |
| T & | operator[] (int i) |
| const T & | operator[] (int i) const |
| T & | real () |
| const T & | real () const |
| T & | imag () |
| const T & | imag () const |
| bool | operator== (const C &v) const |
| Returns true if all components are equal. | |
| bool | operator== (const T &v) const |
| Returns true if real and equals value. | |
| bool | operator!= (const C &v) const |
| Returns true if any components are not equal. | |
| bool | operator> (const C &v) const |
| Returns true if norm is greater than argument's norm. | |
| bool | operator< (const C &c) const |
| Returns true if norm is less than argument's norm. | |
| C & | operator= (const Polar< T > &v) |
| C & | operator= (const C &v) |
| C & | operator= (T v) |
| C & | operator-= (const C &v) |
| C & | operator-= (T v) |
| C & | operator+= (const C &v) |
| C & | operator+= (T v) |
| C & | operator*= (const C &v) |
| C & | operator*= (T v) |
| C & | operator/= (const C &v) |
| C & | operator/= (T v) |
| C | operator- () const |
| C | operator- (const C &v) const |
| C | operator- (T v) const |
| C | operator+ (const C &v) const |
| C | operator+ (T v) const |
| C | operator* (const C &v) const |
| C | operator* (T v) const |
| C | operator/ (const C &v) const |
| C | operator/ (T v) const |
| T | arg () const |
| Returns argument in [-pi, pi]. | |
| T | argUnit () const |
| Return argument in unit interval [0, 1) | |
| C | conj () const |
| Returns conjugate, z*. | |
| T | dot (const C &v) const |
| Returns vector dot product. | |
| C | exp () const |
| Returns e^z. | |
| C | log () const |
| Returns log(z) | |
| T | norm () const |
| Returns norm (radius), |z|. | |
| T | normSqr () const |
| Returns square of norm, |z|^2. | |
| C & | normalize (T m=T(1)) |
| Sets magnitude to 1, |z|=1. | |
| C | pow (const C &v) const |
| Returns z^v. | |
| C | pow (T v) const |
| Returns z^v. | |
| C | recip () const |
| Return multiplicative inverse, 1/z. | |
| C | sgn (T m=T(1)) const |
| Returns signum, z/|z|, the closest point on unit circle. | |
| C | sqr () const |
| Returns square. | |
| C | sqrt () const |
| Returns square root. | |
| C | cos () const |
| Returns cos(z) | |
| C | sin () const |
| Returns sin(z) | |
| C | cosh () const |
| Returns cosh(z) | |
| C | sinh () const |
| Returns sinh(z) | |
| T | abs () const |
| Returns norm (radius), |z|. | |
| T | mag () const |
| Returns norm (radius), |z|. | |
| T | magSqr () const |
| Returns square of norm, |z|^2. | |
| T | phase () const |
| Returns argument (angle) | |
Public Attributes | |
| union { | |
| struct { | |
| T r | |
| Real component. | |
| T i | |
| Imaginary component. | |
| } | |
| T elems [2] | |
| }; | |
Complex number
Definition at line 95 of file al_Complex.hpp.
1.9.1