ApCoCoA-1:BB.GenericHomBB: Difference between revisions
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<description> | <description> | ||
Computes the <quotes>generic</quotes> homogeneous border basis w.r.t. an order ideal OO. The input is a list of terms OO (2nd element of type POLY). The output is a list of POLY in a <quotes>universal family ring</quotes> UF where <formula>UF = K[x_1,..,x_n,c_{ij}]</formula>. | Computes the <quotes>generic</quotes> homogeneous border basis w.r.t. an order ideal OO. The input is a list of terms OO (2nd element of type POLY). The output is a list of POLY in a <quotes>universal family ring</quotes> UF where <formula>UF = K[x_1,..,x_n,c_{ij}]</formula>. | ||
<itemize> | |||
<item>@param <em>OO</em> A list of terms representing an order ideal.</item> | |||
<item>@return A list of generic homogeneous border basis polynomials w.r.t. to an order ideal OO. The polynomials will belong to the ring UF = K[x_1,..,x_n,c_{ij}].</item> | |||
</itemize> | |||
</description> | </description> | ||
<key>kreuzer</key> | <key>kreuzer</key> | ||
Revision as of 14:13, 22 April 2009
BB.GenericHomBB
Compute a generic homogeneous border basis.
Syntax
BB.GenericHomBB(OO:LIST):LIST
Description
Computes the "generic" homogeneous border basis w.r.t. an order ideal OO. The input is a list of terms OO (2nd element of type POLY). The output is a list of POLY in a "universal family ring" UF where <formula>UF = K[x_1,..,x_n,c_{ij}]</formula>.
@param OO A list of terms representing an order ideal.
@return A list of generic homogeneous border basis polynomials w.r.t. to an order ideal OO. The polynomials will belong to the ring UF = K[x_1,..,x_n,c_{ij}].
