Year of publication
Type of media
Source
Subject
Type of material
Language
Synonyms were used for: Ring
Search without synonyms: keywords:(Polynomial Ring)
Used synonyms:
- rings
-
Strongly clean matrices over arbitrary rings
Elsevier | 2013|Keywords: Strongly clean rings, Matrix rings, Polynomial factorization -
On NI Skew Polynomial Rings
Taylor & Francis Verlag | 2015|Keywords: NI rings, Skew Laurent polynomial rings, Skew polynomial rings -
Commutative weakly nil clean unital rings
Elsevier | 2014|Keywords: Commutative rings, Boolean rings, Nil clean rings, Weakly nil clean rings, Polynomial rings, Group rings -
Prime z-Ideal Rings (pz-Rings)
Online Contents | 2021|Keywords: -Ring, Cartesian product of rings, Polynomial rings, Quotient rings -
Polynomial Rings Over Weak Armendariz Rings need not be Weak Armendariz
Taylor & Francis Verlag | 2014|Keywords: Polynomial rings, Weak Armendariz rings -
Skew quasi-cyclic codes over Galois rings
Online Contents | 2011|Keywords: Galois rings, Skew polynomial rings -
Skew quasi-cyclic codes over Galois rings
Online Contents | 2011|Keywords: Galois rings, Skew polynomial rings -
On a Quotient of Polynomial Rings
Taylor & Francis Verlag | 2010|Keywords: Polynomial rings, Triangular matrix rings -
A Combinatorial Proof of Simplified Kollár’s Theorem on Pell’s Equations
Online Contents | 2020|Keywords: commutative polynomial rings -
Rings whose singular ideals are nil
Taylor & Francis Verlag | 2020|Keywords: Nil-singular ring, nonsingular ring, π-regular ring, skew Laurent polynomial ring, skew polynomial ring -
On skew polynomial rings over locally nilpotent rings
Taylor & Francis Verlag | 2019|Keywords: Locally nilpotent ring, skew polynomial ring -
Repeated-root constacyclic codes of prime power length over and their duals
Elsevier | 2016|Keywords: Chain rings, Polynomial residue rings -
Nilpotent elements and Armendariz rings
Elsevier | 2007|Keywords: Armendariz ring, Nil-Armendariz ring, Polynomial ring -
Galois ring extensions and localized modular rings of invariants of p-groups
Online Contents | 2012|Keywords: Laurent Polynomial, Polynomial Ring, Regular Ring
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