About this document
Integer-Valued Skew Polynomials Werner2020 by m.fadel is a document available to read on EtoBox.
This paper extends the concept of integer-valued polynomials to skew polynomial rings, defining a new set of integer-valued skew polynomials Int(D; σ) for a commutative integral domain D with field of fractions K and an automorphism σ. It explores the ring structure of Int(D; σ), its properties, and conditions under which it holds, particularly focusing on discrete valuation rings. The paper also discusses methods for producing elements of Int(D; σ) and investigates localization and Noetherian properties in
- Author
- m.fadel
- Language
- EN