📄 pj_zpoly1.cpp
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#include "stdafx.h"
/* evaluate complex polynomial */#ifndef lintstatic const char SCCSID[]="@(#)pj_zpoly1.c 4.3 93/06/12 GIE REL";#endif#include "projects.h"
/* note: coefficients are always from C_1 to C_n** i.e. C_0 == (0., 0)** n should always be >= 1 though no checks are made*/ COMPLEXpj_zpoly1(COMPLEX z, COMPLEX *C, int n) { COMPLEX a; double t; a = *(C += n); while (n-- > 0) { a.r = (--C)->r + z.r * (t = a.r) - z.i * a.i; a.i = C->i + z.r * a.i + z.i * t; } a.r = z.r * (t = a.r) - z.i * a.i; a.i = z.r * a.i + z.i * t; return a;}/* evaluate complex polynomial and derivative */ COMPLEXpj_zpolyd1(COMPLEX z, COMPLEX *C, int n, COMPLEX *der) { COMPLEX a, b; double t; int first = 1; a = *(C += n); while (n-- > 0) { if (first) { first = 0; b = a; } else { b.r = a.r + z.r * (t = b.r) - z.i * b.i; b.i = a.i + z.r * b.i + z.i * t; } a.r = (--C)->r + z.r * (t = a.r) - z.i * a.i; a.i = C->i + z.r * a.i + z.i * t; } b.r = a.r + z.r * (t = b.r) - z.i * b.i; b.i = a.i + z.r * b.i + z.i * t; a.r = z.r * (t = a.r) - z.i * a.i; a.i = z.r * a.i + z.i * t; *der = b; return a;}
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