Changeset 6fcd65b in git
 Timestamp:
 Apr 22, 2013, 3:16:46 PM (9 years ago)
 Branches:
 (u'jengelhdatetime', 'ceac47cbc86fe4a15902392bdbb9bd2ae0ea02c6')(u'spielwiese', '5bec8f88c9ee2573d328cf7c3aff2bcb301d2395')
 Children:
 102daaa5edc8d6b8e7efc450bf1a3ca866ac627a
 Parents:
 19440966f58621d18daa0987fbb4e8aa899440d7
 gitauthor:
 Martin Lee <martinlee84@web.de>20130422 15:16:46+02:00
 gitcommitter:
 Martin Lee <martinlee84@web.de>20130502 11:42:40+02:00
 File:

 1 edited
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factory/facAbsFact.h
r194409 r6fcd65b 21 21 #include "cfNewtonPolygon.h" 22 22 23 CFAFList absFactorizeMain (const CanonicalForm& F); 23 /// main absolute factorization routine, expects bivariate poly which is 24 /// primitive wrt. any of its variables and irreducible over Q 25 /// 26 /// @return absFactorizeMain returns a list whose entries contain three entities: 27 /// an absolute irreducible factor, an irreducible univariate polynomial 28 /// that defines the minimal field extension over which the irreducible 29 /// factor is defined and the multiplicity of the absolute irreducible 30 /// factor 31 CFAFList absFactorizeMain (const CanonicalForm& F ///<[in] s.a. 32 ); 24 33 34 35 /// normalize factors, i.e. make factors monic 25 36 static inline 26 37 void normalize (CFAFList & L) … … 31 42 } 32 43 44 /// univariate absolute factorization over Q 45 /// 46 /// @return uniAbsFactorize returns a list whose entries contain three entities: 47 /// an absolute irreducible factor, an irreducible univariate polynomial 48 /// that defines the minimal field extension over which the irreducible 49 /// factor is defined and the multiplicity of the absolute irreducible 50 /// factor 33 51 static inline 34 CFAFList uniAbsFactorize (const CanonicalForm& F) 52 CFAFList uniAbsFactorize (const CanonicalForm& F ///<[in] univariate poly over Q 53 ) 35 54 { 36 55 CFFList rationalFactors= factorize (F); … … 75 94 /*ENDPUBLIC*/ 76 95 77 CFAFList absFactorize (const CanonicalForm& G) 96 /// absolute factorization of bivariate poly over Q 97 /// 98 /// @return absFactorize returns a list whose entries contain three entities: 99 /// an absolute irreducible factor, an irreducible univariate polynomial 100 /// that defines the minimal field extension over which the irreducible 101 /// factor is defined and the multiplicity of the absolute irreducible 102 /// factor 103 CFAFList absFactorize (const CanonicalForm& G ///<[in] bivariate poly over Q 104 ) 78 105 { 79 106 //TODO handle homogeneous input
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