in Sage you can compare Laurent polynomials using a specified monomial order, one of the following standard ones: lex, grlex, invergrlex etc. does anyone know how these monomial orders are defined for Laurent polynomials? are they well-orders too?
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 | 1 | initial version |
monomial orders in Laurent polynomials
| | 2 | No.2 Revision |
monomial orders in Laurent polynomials
in Sage you can compare Laurent polynomials using a specified monomial order, one of the following standard ones: lex, grlex, invergrlex etc. does anyone know how these monomial orders are defined for Laurent polynomials? are they well-orders too?
| | 3 | retagged |
monomial orders in Laurent polynomials
in Sage you can compare Laurent polynomials using a specified monomial order, one of the following standard ones: lex, grlex, invergrlex etc. does anyone know how these monomial orders are defined for Laurent polynomials? are they well-orders too?
