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📄 testsugiyama.cc.txt

📁 压缩文件中是Error Correction Coding - Mathematical Methods and Algorithms(Wiley 2005)作者:(Todd K. Moon )的配
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////  Program: testsugiyama.cc#include <math.h>#include "ModAr.h"#include "polynomialT.cc"#include "gcdpoly.cc"// create instantiations of the polynomial class of type ModArtemplate class polynomialT<ModAr>;template class polytemp<ModAr>;// create instantiations of the polynomial class of type doubletemplate class polynomialT<double>;template class polytemp<double>;// Create an instantiation of the gcd function, for polynomials of type ModArtemplate <class ModAr> voidgcd(const polynomialT<ModAr> &a, const polynomialT<ModAr> &b, 	polynomialT<ModAr> &g,	polynomialT<ModAr> &s, polynomialT<ModAr> &t, int sdeg);// template <double> void// gcd(const polynomialT<double> &a, const polynomialT<double> &b, // 	polynomialT<double> &g,// 	polynomialT<double> &s, polynomialT<double> &t, int sdeg);main(){   int i,j;   ModAr::setdefaultm(5);   ModAr::setshowmod(0);   ModAr sum = 0;   int p = 3;   POLYC(ModAr,b,{2,3,4,2,2,3});   POLYC(ModAr,t1,{1,3,4,2});   cout << "b=" << b << endl;   cout << "t=" << t1 << endl;   cout << "b*t1=" <<  b*t1 << endl;   polynomialT<ModAr> a;   polynomialT<ModAr> s, t, g;   a.setc(2*p,1);  // x^{2p}   cout << "a=" << a << endl;   cout << "b=" << b << endl;   gcd(a,b,g,s,t,p);   cout << "g=" << g << endl;    cout << "s=" << s << endl;   cout << "t=" << t << endl;   cout << "b*t=" << b*t << endl;   POLYC(ModAr,p1,{4,1,0,0,4,3,1});   POLYC(ModAr,p2,{4,2,2,2,3});   cout << "p1=" << p1 << "  p2=" << p2 << endl;   gcd(p1,p2,g,s,t);   cout << "g=" << g << endl;    cout << "s=" << s << endl;   cout << "t=" << t << endl;   cout << "b*t=" << b*t << endl;   POLYC(ModAr,b1,{1,4,2,2,4,1});   p = 3;  						// 2p = 6 coefficients   a = ModAr(0);   a.setc(2*p,1);   gcd(a,b1,g,s,t,p);   cout << "g=" << g << endl;    cout << "s=" << s << endl;   cout << "t=" << t << endl;   cout << "b*t=" << b1*t << endl;}/*Local Variables:compile-command:"g++ -o testsugiyama -g testsugiyama.cc ModAr.cc"End:*/

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