7 citations · 23 across the 8 of their papers we have counts for
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math.RA2017★ 3 cited
A Factorization Theory for some Free Fields
Konrad Schrempf
Although in general there is no meaningful concept of factorization in fields, that in free associative algebras (over a commutative field) can be extended to their respective free…
math.RA2017★ 7 cited
On the Factorization of Non-Commutative Polynomials (in Free Associative Algebras)
Konrad Schrempf
We describe a simple approach to factorize non-commutative (nc) polynomials, that is, elements in free associative algebras (over a commutative field), into atoms (irreducible elem…
math.RA2017★ 6 cited
Linearizing the Word Problem in (some) Free Fields
Konrad Schrempf
We describe a solution of the word problem in free fields (coming from non-commutative polynomials over a commutative field) using elementary linear algebra, provided that the elem…