Changeset 5621:c3cf361df7a9
- Timestamp:
- 08/03/07 05:52:12 (6 years ago)
- Branch:
- default
- File:
-
- 1 edited
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sage/rings/polynomial/term_order.py (modified) (2 diffs)
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sage/rings/polynomial/term_order.py
r5179 r5621 64 64 \item[Reverse lexicographic (\emph{revlex})], defined as 65 65 66 $x^a < x^b \Leftrightarrow \exists\; 1 \le i \le n : a_n = b_n, \ldots, a_{i+1} = b_{i+1}, a_i >b_i.$66 $x^a < x^b \Leftrightarrow \exists\; 1 \le i \le n : a_n = b_n, \ldots, a_{i+1} = b_{i+1}, a_i < b_i.$ 67 67 68 68 EXAMPLES: 69 69 sage: P.<x,y,z> = PolynomialRing(GF(127),3,order='revlex') 70 70 sage: x > y 71 True72 sage: x > y^271 False 72 sage: y > x^2 73 73 True 74 74 sage: x > 1 75 False75 True 76 76 sage: x*y > z 77 True77 False 78 78 79 79 \item[Negative lexicographic (\emph{neglex})], defined as … … 137 137 \end{description} 138 138 139 Of these, only $degrevlex$, $deglex$, and $lex$ are global orderings.139 Of these, only $degrevlex$, $deglex$, $revlex$ and $lex$ are global orderings. 140 140 141 141 Additionally all these monomial orderings may be combined to product
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