Results 11 to 20 of about 433 (184)
On Monomial Ideals and Their Socles [PDF]
For a finite subset $M\subset [x_1,\ldots,x_d]$ of monomials, we describe how to constructively obtain a monomial ideal $I\subseteq R = K[x_1,\ldots,x_d]$ such that the set of monomials in $\text{Soc}(I)\setminus I$ is precisely $M$, or such that $\overline{M}\subseteq R/I$ is a $K$-basis for the the socle of $R/I$.
Geir Agnarsson, Neil Epstein
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In studying ideals that are obtained in some fashion from minors of matrices one is frequently in the position of having two ideals \(K\subset J\) for which the generators of \(K\) are known, perfection of \(J\) is known, and there is a strong suspicion of equality.
Kustin, Andrew R, Ulrich, Bernd
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LE MARIAGE, SOCLE DE CONTINUATION DE L’ESPÈCE HUMAINE CHEZ LES YANSI [PDF]
Dans cet article, nous décrivons le mariage chez les congolais en général et, chez les Yansi en particulier qui est considéré comme un moyen de perpétuer la lignée de l’ancêtre fondateur.
Richard MBENGA KALILI
doaj
On Flag-Transitive, Point-Quasiprimitive Symmetric 2-(v,k,λ) Designs with λ Prime
This paper contributes to the classification of flag-transitive symmetric 2-(v,k,λ) designs with λ prime. We investigate the structure of flag-transitive, point-quasiprimitive automorphism groups (G) of such 2-designs by applying the classification of ...
Yongli Zhang, Jiaxin Shen, Zhilin Zhang
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On Noetherian rings with essential socle [PDF]
AbstractIt is shown that if R is a right Noetherian ring whose right socle is essential as a right ideal and is contained in the left socle, then R is right Artinian. This result may be viewed as a one-sided version of a result of Ginn and Moss on two-sided Noetherian rings with essential socle.
Chen, Jianlong +2 more
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Quand évaluer autrement permet d'apprendre autrement
Depuis quelques années les collégiens français sont évalués non seulement par des notes mais aussi par la validation des compétences du socle commun du collêge, un outil qui doit rapprocher le systême scolaire français des normes européennes.
Hannes De Vriese
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Modules Determined by Their Tops and Socles [PDF]
We prove that a module in a preprojective component of the Auslander-Reiten quiver of an artin algebra is determined by its top and socle. Also other invariants determining such a module are given.
Bongartz, K., Smalø, S. O.
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The compactum and finite dimensionality in Banach algebras
Given a Banach algebra A, the compactum of A is defined to be the set of elements x∈A such that the operator a→xax is compact. General properties of the compactum and its relation to the socle of A are discussed.
Abdullah H. Al-Moajil
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Rings and Modules Whose Socles are Relative Ejective
Lifting homomorphism from modulesto modules or even from certain submodule to the modules have been importantboth in ring and module theory. In this note we study rings and modules whosesocles are relative ejective.
Nuray Eroğlu
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We show that the class of rings with flat socles is closed under the formation of polynomial extensions, direct products, and excellent extensions. We also point out that if a ring R can be embedded into a semisimple Artinian ring, then all finitely generated flat R
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