Difference between revisions of "ApCoCoA-1:DA.LPot"

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<command>
 
<command>
 
     <title>diffalg.LPot</title>
 
     <title>diffalg.LPot</title>
     <short_description>Returns the leading power of F with respect to the current differential term ordering.</short_description>
+
     <short_description>the leading power of a differential polynomial</short_description>
 
<syntax>
 
<syntax>
 
$diffalg.LPot(F:POLY):POLY
 
$diffalg.LPot(F:POLY):POLY

Revision as of 09:09, 22 December 2008

diffalg.LPot

the leading power of a differential polynomial

Syntax

$diffalg.LPot(F:POLY):POLY

Description

LPot returns the leading power of polynomial F wrt. the current differential term order, or the hereby induced ranking respectively.

Example

Use Q[x[1..2,0..20]];
Use Q[x[1..2,0..20]], Ord($diffalg.DiffTO("Lex"));
$diffalg.LPot(x[1,1]^2x[1,2]^2 + 1/4x[1,2]);
-------------------------------
x[1,2]^2
-------------------------------

Diffalg.DiffTO