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pCoeff.h
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1 // emacs edit mode for this file is -*- C++ -*-
2 #ifndef PCOEFF_H
3 #define PCOEFF_H
4 /****************************************
5 * Computer Algebra System SINGULAR *
6 ****************************************/
7 /*
8 * ABSTRACT: accces single (coeffs of) monoms
9 */
10 
11 #include "misc/auxiliary.h"
12 
13 #include "coeffs/coeffs.h"
14 
16 
17 #include "simpleideals.h"
18 
19 /// find coeff of (polynomial) m in polynomial p
20 /// find coeff of (vector) m in vector p
21 number p_CoeffTerm(poly p, poly m, const ring r);
22 
23 /// find vector of coeffs of (polynomial) m in vector v
24 poly p_CoeffTermV(poly v, poly m, const ring r);
25 
26 /// find coeffs of (polynomial) m in all polynomials from I
27 /// find coeffs of (vector) m in all vectors from I
28 ideal id_CoeffTerm(ideal I, poly m, const ring r);
29 
30 /// find coeffs of (polynomial) m in all vectors from I
31 ideal id_CoeffTermV(ideal M, poly m, const ring r);
32 
33 /// find coeffs of a vector of a list of given monomials, n>=max_comp(v)
34 poly p_CoeffTermId(poly v, ideal m, int n, const ring r);
35 
36 /// find coeffs of a vector of a matrix(as module) of given monomials, n>=max_comp(v)
37 poly p_CoeffTermMo(poly v, ideal m, int n, const ring r);
38 #endif
All the auxiliary stuff.
int m
Definition: cfEzgcd.cc:128
int p
Definition: cfModGcd.cc:4078
Coefficient rings, fields and other domains suitable for Singular polynomials.
const Variable & v
< [in] a sqrfree bivariate poly
Definition: facBivar.h:39
poly p_CoeffTermMo(poly v, ideal m, int n, const ring r)
find coeffs of a vector of a matrix(as module) of given monomials, n>=max_comp(v)
Definition: pCoeff.cc:113
poly p_CoeffTermId(poly v, ideal m, int n, const ring r)
find coeffs of a vector of a list of given monomials, n>=max_comp(v)
Definition: pCoeff.cc:86
number p_CoeffTerm(poly p, poly m, const ring r)
find coeff of (polynomial) m in polynomial p find coeff of (vector) m in vector p
Definition: pCoeff.cc:22
ideal id_CoeffTermV(ideal M, poly m, const ring r)
find coeffs of (polynomial) m in all vectors from I
Definition: pCoeff.cc:75
ideal id_CoeffTerm(ideal I, poly m, const ring r)
find coeffs of (polynomial) m in all polynomials from I find coeffs of (vector) m in all vectors from...
Definition: pCoeff.cc:63
poly p_CoeffTermV(poly v, poly m, const ring r)
find vector of coeffs of (polynomial) m in vector v
Definition: pCoeff.cc:39
#define M
Definition: sirandom.c:25