Thierry Coquand
The goal of this note is to provide a constructive version of the proof of local structure of etale algebras.
Menampilkan 20 dari ~1163851 hasil Β· dari arXiv, CrossRef
Thierry Coquand
The goal of this note is to provide a constructive version of the proof of local structure of etale algebras.
Mahdi Anbarloei
The present paper addresses the notion of $(u,v)$-absorbing primary hyperideals in commutative multiplicative hyperrings.
Mahdi Anbarloei
In this paper, we define and study quasi S-primary hyperideals, weakly quasi S-hyperideals and strongly S-primary hyperideals.
Mahdi Anbarloei
In this paper, we introduce (weakly) square-difference factor absorbing hyperideals in a multiplicative hyperring
E. Tachtsis
M. Anbarloei
In this paper we aim to introduce some hyperideals such as q-primary, (k,n)-absorbing q-primary, sq-primary, wsq-primary hyperideals.
K. Keremedis, E. Tachtsis
Gary Brookfield
We provide conditions on the coefficients of a ternary cubic form that determine its Waring rank.
Ac Cooper
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Rodica Dinu
In this paper we characterize the Gorenstein $t$-spread Veronese algebras.
Mohsen Asgharzadeh
We deal with some questions posted by Matsumura and Watanabe about the Rees and Dilworth number, and their higher-dimensional versions.
Gennady Lyubeznik
We show that N. Switala's Matlis duality for $\mathcal D$-modules yields a generalization of a result of R. Hartshorne and C. Polini.
Celil Nebiyev
In this work g-radical supplemented modules are defined and investigated some properties of this modules.
Simone Boettger
Combinatorial and topological aspects of monoids with an absorbing element and their associated algebras are considered. Phd thesis.
Viviana Ene
We survey recent results on resolutions of Hibi rings.
Leonid Makar-Limanov
This note contains a complete proof of the Abhyankar-Moh-Suzuki theorem (in characteristic zero case).
Mohammed Tamekkante
The aim of this paper is the study of Gorenstein global and weak dimensions of semi-primary rings.
Anda Olteanu
In this thesis, we focus on the study of some classes of monomial ideals, namely lexsegment ideals and monomial ideals with linear quotients.
Hsin-Ju Wang
In this paper, we study the genera of zero-divisor graphs with respect to ideals in finite rings.
Y. Benyamini
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