Suchergebnisse - "RING theory"

ON THE TRIVIALITY OF AN $\mathbb A^2$ -FIBRATION OVER A DVR.

Autoren: GHOSH, PARNASHREE GUPTA, NEENA

Quelle: Nagoya Mathematical Journal. Dec2025, Vol. 260 Issue 6, p826-832. 7p.

Schlagwörter: *POLYNOMIAL rings, *RING theory, *LOCAL rings (Algebra), *COMMUTATIVE rings, *ALGEBRAIC geometry

On σ-Skew Camillo Rings.

Autoren: Lee, Kyu Sang¹ (AUTHOR) kslee579@gmail.com

Quelle: Algebra Colloquium. Dec2025, Vol. 32 Issue 4, p585-590. 6p.

Schlagwörter: *RING theory, *SEMIRINGS (Mathematics), *INTEGRAL domains, *MATHEMATICS, *MATHEMATICIANS

Some results on the complement of the weakly zero-divisor graph of a reduced ring.

Autoren: Visweswaran, S.¹ (AUTHOR) s_visweswaran2006@yahoo.co.in

Quelle: Journal of Algebra & Its Applications. Nov2025, p1. 26p.

Schlagwörter: *RING theory, *COMMUTATIVE rings, *GRAPH theory, *GRAPH connectivity

Frobenius pairs over trivial ring extensions.

Autoren: Deng, Yaping Yuan, Yuan Luo, Yanfeng

Quelle: Journal of Algebra & Its Applications. Nov2025, p1. 22p.

Schlagwörter: *RING extensions (Algebra), *RING theory, *ALGEBRA, *FROBENIUS algebras, *MODULES (Algebra)

Every generalized monoid ring is definable by a D-structure.

Autoren: Cojuhari, E. P. Gardner, B. J.

Quelle: Communications in Algebra. Nov2025, p1-8. 8p.

Schlagwörter: *RING theory, *MONOIDS, *MATHEMATICAL mappings, *MATHEMATICAL functions, *ALGEBRA

Minimal strongly σ-prime ideals and σ-skew-2-primal rings.

Autoren: Kim, Nam Kyun Lee, Yang Piao, Zhelin

Quelle: Journal of Algebra & Its Applications. Nov2025, p1. 15p.

Schlagwörter: *RING theory, *IDEALS (Algebra), *INTEGRAL domains, *AUTOMORPHISMS, *POLYNOMIAL rings

Bridging meadows and sheaves.

Autoren: Dias, João Dinis, Bruno Marques, Pedro Macias

Quelle: Communications in Algebra. Oct2025, p1-14. 14p.

Schlagwörter: *SHEAF theory, *RING theory, *TOPOLOGICAL spaces

On ϕ-weak dimension of ϕ-Prüfer rings.

Autoren: Kim, Hwankoo Mahdou, Najib Oubouhou, El Houssaine

Quelle: Journal of Algebra & Its Applications. Oct2025, p1. 18p.

Schlagwörter: *DIMENSION theory (Algebra), *RING theory, *MATHEMATICAL analysis, *INTEGRAL domains

Chevalley bases for elliptic extended affine Lie algebras of type A1.

Autoren: Azam, S.^1,2 (AUTHOR) azam@ipm.ir

Quelle: Journal of Algebra. Oct2025, Vol. 680, p148-173. 26p.

Schlagwörter: *LIE algebras, *RING theory, *POLYNOMIAL rings, *TORUS, *INTEGRALS

On the Structure of Quotient Rings R / P via Identities with Multiplicative (Generalized) Derivations.

Autoren: Hummdi, Ali Yahya Alnoghashi, Hafedh Al-omary, Radwan M. et al.

Quelle: Mathematics (2227-7390). Oct2025, Vol. 13 Issue 19, p3208. 12p.

Schlagwörter: *QUOTIENT rings, *RING theory, *MATHEMATICAL functions, *HYPOTHESIS, *PRIME ideals

Action of higher derivations on prime rings with involution.

Autoren: Ali, Shakir Alali, Amal S. Varshney, Vaishali et al.

Quelle: Georgian Mathematical Journal. Oct2025, Vol. 32 Issue 5, p721-733. 13p.

Schlagwörter: *PRIME ideals, *RING theory, *MATHEMATICS, *ABSTRACT algebra, *DIFFERENTIAL equations

On the factor rings of [formula omitted].

Autoren: Jędrzejak, Tomasz¹ (AUTHOR) tjedrzejak@gmail.com

Quelle: Journal of Number Theory. Oct2025, Vol. 275, p104-118. 15p.

Schlagwörter: *FINITE rings, *RING theory, *RINGS of integers, *PRIME numbers, *INTEGERS

A complete classification of rings without nontrivial one-sided ideals in their one-sided ideal extensions.

Autoren: Nowakowska, Marta¹ (AUTHOR) marta.nowakowska@us.edu.pl

Quelle: Communications in Algebra. 2025, Vol. 53 Issue 10, p4333-4342. 10p.

Schlagwörter: *CLASSIFICATION, *RING theory, *IDEALS (Algebra), *INTEGRAL domains, *RING extensions (Algebra), *MATHEMATICS, *MATHEMATICIANS

The Japanese and universally Japanese properties for valuation rings and Prüfer domains.

Autoren: Lyu, Shiji¹ (AUTHOR) slyu@uic.edu

Quelle: Journal of Algebra. Feb2026, Vol. 688, p718-734. 17p.

Schlagwörter: *NOETHERIAN rings, *RING theory, *LOCAL rings (Algebra)

The role of semicentral idempotents in the decomposition of square matrices over a ring.

Autoren: Vladeva, D. I.¹ (AUTHOR) d_vladeva@abv.bg

Quelle: Communications in Algebra. 2026, Vol. 54 Issue 1, p196-211. 16p.

Schlagwörter: *MATRICES (Mathematics), *RING theory, *INTEGRAL domains, *LINEAR algebra, *MATRIX decomposition

Skew power series rings over von Neumann regular rings and a question on left quasi-morphic rings.

Autoren: Soumya Hegde, Sharad

Quelle: Communications in Algebra. 2026, Vol. 54 Issue 1, p1-8. 8p.

Schlagwörter: *RING theory, *NONCOMMUTATIVE rings, *ABSTRACT algebra, *ENDOMORPHISM rings, *IDEMPOTENTS

Laplacian eigenvalues of the Clean graph of the ring ℤn.

Autoren: Hassan, Masud Abu Nayeem, Sk. Md.

Quelle: Discrete Mathematics, Algorithms & Applications. Sep2025, p1. 19p.

Schlagwörter: *LAPLACIAN matrices, *RING theory, *MATHEMATICS, *IDEMPOTENTS, *GRAPH theory

S-primal ideals over commutative rings.

Autoren: Jaber, Ameer Celikel, Ece Yetkin

Quelle: Journal of Algebra & Its Applications. Sep2025, p1. 13p.

Schlagwörter: *COMMUTATIVE rings, *RING theory, *ABSTRACT algebra, *IDEALS (Algebra)

Finite dimensional Frobenius–Perron algebras.

Autoren: Xu, Yongjun Liu, Yikun

Quelle: Journal of Algebra & Its Applications. 9/15/2025, Vol. 24 Issue 11, p1-17. 17p.

Schlagwörter: *RING theory, *BILINEAR forms, *HOPF algebras, *REPRESENTATIONS of algebras, *MATHEMATICAL category theory

Revisiting Kabbaj’s conjecture on Nagata rings: New counterexamples and theoretical insights.

Autoren: Jarboui, Noômen Al-Kuleab, Naseam

Quelle: Journal of Algebra & Its Applications. Sep2025, p1. 10p.

Schlagwörter: *RING theory, *DIMENSION theory (Algebra), *SCHOLARLY method, *REFUTATION (Logic), *COMMUTATIVE algebra, *MATHEMATICS