File : complex.h
Author :
Version :
Update : Wed Mar 20 05:00:00 1996
Classes definition :
Function prototype definition :
- d_ubl_ real ( c_mpl_x & __z) ;
- d_ubl_ imag ( c_mpl_x & __z) ;
- c_mpl_x conj ( c_mpl_x & __z) ;
- c_mpl_x polar ( d_ubl_ __mag, d_ubl_ __angle) ;
- public c_mpl_x operator + ( c_mpl_x & __z1, c_mpl_x & __z2) ;
- public c_mpl_x operator + ( d_ubl_ __re_val1, c_mpl_x & __z2) ;
- public c_mpl_x operator + ( c_mpl_x & __z1, d_ubl_ __re_val2) ;
- public c_mpl_x operator - ( c_mpl_x & __z1, c_mpl_x & __z2) ;
- public c_mpl_x operator - ( d_ubl_ __re_val1, c_mpl_x & __z2) ;
- public c_mpl_x operator - ( c_mpl_x & __z1, d_ubl_ __re_val2) ;
- public c_mpl_x operator * ( c_mpl_x & __z1, d_ubl_ __re_val2) ;
- public c_mpl_x operator * ( d_ubl_ __re_val1, c_mpl_x & __z2) ;
- public c_mpl_x operator / ( c_mpl_x & __z1, d_ubl_ __re_val2) ;
- public int operator == ( c_mpl_x & __z1, c_mpl_x & __z2) ;
- public int operator != ( c_mpl_x & __z1, c_mpl_x & __z2) ;
- public _str_am& operator << ( _str_am & , c_mpl_x & ) ;
- public istr_am& operator >> ( istr_am & , c_mpl_x & ) ;
WARNING : This version is only for evaluation
some identifers has been intentionnaly changed in generated HTML doc.
Last update : Mon Dec 09 22:18:22 1996
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