Albert Heinle

On noncommutative finite factorization domains

A domain

Factorization of \( \mathbb {Z}\)-Homogeneous Polynomials in the First q-Weyl Algebra

R

The SDEval benchmarking toolkit

is said to have the finite factorization property if every nonzero non-unit element of

Factoring linear differential operators in n variables

R

A polynomial-time algorithm for the jacobson form of a matrix of ore polynomials

has at least one and at most finitely many distinct factorizations up to multiplication of irreducible factors by central units. Let

A Factorization Algorithm for G-Algebras and Applications

k

Factoring linear partial differential operators in n variables

be an algebraically closed field and let

MathCheck2: A SAT+CAS Verifier for Combinatorial Conjectures

A

Some steps to improve software information

be a

Factorization of polynomials in Z-graded skew polynomial rings

k