Multivariate polynomials.
More...
#include "bgeot_config.h"
#include "dal_static_stored_objects.h"
#include <vector>
Go to the source code of this file.
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| bgeot |
| Basic Geometric Tools.
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size_type | bgeot::alpha (short_type n, short_type d) |
| Return the value of which is the number of monomials of a polynomial of variables and degree .
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template<typename T > |
std::ostream & | bgeot::operator<< (std::ostream &o, const polynomial< T > &P) |
| Print P to the output stream o. for instance cout << P;.
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template<typename T > |
polynomial< T > | bgeot::poly_substitute_var (const polynomial< T > &P, const polynomial< T > &S, size_type subs_dim) |
| polynomial variable substitution More...
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base_poly | bgeot::read_base_poly (short_type n, std::istream &f) |
| read a base_poly on the stream ist.
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base_poly | bgeot::read_base_poly (short_type n, const std::string &s) |
| read a base_poly on the string s.
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template<typename T > |
rational_fraction< T > | bgeot::operator+ (const polynomial< T > &P, const rational_fraction< T > &Q) |
| Add Q to P.
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template<typename T > |
rational_fraction< T > | bgeot::operator- (const polynomial< T > &P, const rational_fraction< T > &Q) |
| Subtract Q from P.
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Multivariate polynomials.
- Author
- Yves Renard Yves..nosp@m.Rena.nosp@m.rd@in.nosp@m.sa-l.nosp@m.yon.f.nosp@m.r
- Date
- December 01, 2000.
Definition in file bgeot_poly.h.