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7.7.12.0. homogfacNthQWeyl_all
Procedure from library ncfactor.lib (see ncfactor_lib).

Usage:
homogfacNthQWeyl_all(h); h is a homogeneous polynomial in the n'th q-Weyl algebra with respect to the weight vector
[-1,...,-1,1,...,1].
\__ __/ \__ __/ \/ \/ n/2 n/2

Return:
list

Purpose:
Computes all factorizations of a homogeneous polynomial h in the n'th q-Weyl algebra

Theory:
homogfacNthQWeyl returns a list with lists representing each a factorization of the given,
[-1,...,-1,1,...,1]-homogeneous polynomial.

General assumptions:
- The basering is the nth Weyl algebra and has the form, that the first n variables represent x1, ..., xn, and the second n variables do represent the d1, ..., dn. - We have n parameters q_1,..., q_n given.

Example:
 
See also: homogfacFirstQWeyl; homogfacFirstQWeyl_all.


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