/* @(#) complex.h 1.4 1/27/86 17:46:35 */ /*ident "@(#)cfront:incl/complex.h 1.4"*/ #include #include overload cos; overload cosh; overload exp; overload log; overload pow; overload sin; overload sinh; overload sqrt; overload abs; #include inline double abs(double d) { return fabs(d); } class complex { double re, im; public: complex(double r = 0, double i = 0) { re=r; im=i; } friend double real(complex&); friend double imag(complex&); friend double abs(complex); friend double norm(complex); friend double arg(complex); friend complex conj(complex); friend complex cos(complex); friend complex cosh(complex); friend complex exp(complex); friend complex log(complex); friend complex pow(double, complex); friend complex pow(complex, int); friend complex pow(complex, double); friend complex pow(complex, complex); friend complex polar(double, double = 0); friend complex sin(complex); friend complex sinh(complex); friend complex sqrt(complex); friend complex operator+(complex, complex); friend complex operator-(complex); friend complex operator-(complex, complex); friend complex operator*(complex, complex); friend complex operator/(complex, complex); friend int operator==(complex, complex); friend int operator!=(complex, complex); void operator+=(complex); void operator-=(complex); void operator*=(complex); void operator/=(complex); }; ostream& operator<<(ostream&, complex); istream& operator>>(istream&, complex&); extern int errno; inline double real(complex& a) { return a.re; } inline double imag(complex& a) { return a.im; } inline complex operator+(complex a1, complex a2) { return complex(a1.re+a2.re, a1.im+a2.im); } inline complex operator-(complex a1,complex a2) { return complex(a1.re-a2.re, a1.im-a2.im); } inline complex operator-(complex a) { return complex(-a.re, -a.im); } inline complex conj(complex a) { return complex(a.re, -a.im); } inline int operator==(complex a, complex b) { return (a.re==b.re && a.im==b.im); } inline int operator!=(complex a, complex b) { return (a.re!=b.re || a.im!=b.im); } inline void complex.operator+=(complex a) { re += a.re; im += a.im; } inline void complex.operator-=(complex a) { re -= a.re; im -= a.im; } static const complex complex_zero(0,0); class c_exception { int type; char *name; complex arg1; complex arg2; complex retval; public: c_exception( char *n, complex a1, complex a2 = complex_zero ) { name = n; arg1 = a1; arg2 = a2; type = 0; retval = 0; } friend int complex_error( c_exception& ); friend complex exp( complex ); friend complex sinh( complex ); friend complex cosh( complex ); friend complex log( complex ); };