ApCoCoA-1:BBF.RetrieveWPrime: Difference between revisions
From ApCoCoAWiki
See section update. |
Types section update. |
||
| Line 1: | Line 1: | ||
<command> | <command> | ||
<title>BBF.RetrieveWPrime</title> | |||
<short_description>Retrieve polynomials from W'.</short_description> | |||
<syntax> | <syntax>BBF.RetrieveWPrime():LIST</syntax> | ||
BBF.RetrieveWPrime():LIST | <description> | ||
</syntax> | |||
<em>Please note:</em> The function(s) explained on this page is/are using the <em>ApCoCoABBFServer</em>. You will have to start the ApCoCoABBFServer in order to use it/them. | <em>Please note:</em> The function(s) explained on this page is/are using the <em>ApCoCoABBFServer</em>. You will have to start the ApCoCoABBFServer in order to use it/them. | ||
<par/> | <par/> | ||
| Line 23: | Line 21: | ||
[x^3 - 8001x, x^2y - 8001y, x^2z - 8001z, xy^2 + 8001x, y^3 + 8001y, y^2z + 8001z, xz^2, yz^2, z^3] | [x^3 - 8001x, x^2y - 8001y, x^2z - 8001z, xy^2 + 8001x, y^3 + 8001y, y^2z + 8001z, xz^2, yz^2, z^3] | ||
</example> | </example> | ||
</description> | |||
<see>BBF.Explanation of BBF variables and structures</see> | <types> | ||
<type>borderbasis</type> | |||
</types> | |||
<see>BBF.Explanation of BBF variables and structures</see> | |||
<see>BBF.RetrieveWPrimeLTs</see> | |||
<key>RetrieveWPrime</key> | |||
<key>BBF.RetrieveWPrime</key> | |||
<wiki-category>Package_bbf</wiki-category> | |||
</command> | </command> | ||
Revision as of 12:19, 24 April 2009
BBF.RetrieveWPrime
Retrieve polynomials from W'.
Syntax
BBF.RetrieveWPrime():LIST
Description
Please note: The function(s) explained on this page is/are using the ApCoCoABBFServer. You will have to start the ApCoCoABBFServer in order to use it/them.
Retrieve all polynomials from W'.
@return List of polynomials of set W'.
Example
Use ZZ/(32003)[x, y, z],DegLex; I:=Ideal(-4*x^2 + 1, -4*y^2 - 1, 5*z^2); BBF.Init(I); BBF.Steps(10); -- After computation has finished: BBF.RetrieveWPrime(); Output: [x^3 - 8001x, x^2y - 8001y, x^2z - 8001z, xy^2 + 8001x, y^3 + 8001y, y^2z + 8001z, xz^2, yz^2, z^3]
BBF.Explanation of BBF variables and structures
