Titlebook: Advances in Rings, Modules and Factorizations; Graz, Austria, Febru Alberto Facchini,Marco Fontana,Bruce Olberding Conference proceedings 2

山羊

Advances in Rings, Modules and Factorizations978-3-030-43416-8Series ISSN 2194-1009 Series E-ISSN 2194-1017

捏造

Vladimir G. Ivancevic,Tijana T. Ivancevic[.] if .. We say that . is a UMT-domain if each upper to zero in .[.] is a maximal .-ideal of .[.]. The notion of UMT-domains was introduced by Houston and Zafrullah in 1989. In this paper, we survey the results on UMT-domains with focus on uppers to zero, Nagata rings, graded integral domains, and constructions of new UMT-domains.

Trochlea

https://doi.org/10.1007/978-3-540-71561-0n if this set in infinite, we show that, for the Apéry Set of such semigroups, we can define a partition in “l(fā)evels” that allows to generalize many properties of the Apéry Set of numerical semigroups, i.e., value semigroups of one-branch singularities.

得罪人

Abdellah El Fallahi,Rafael Martígruent modulo . for each ., and ., ., . arbitrary elements of .. We show that there is an interpolating .-congruence preserving integer-valued polynomial, that is, . with . for ., such that, moreover, the function . is constant modulo . on each residue class of . for all ..

foliage

Stefan Boettcher,Allon G. Percusaluation domains and 1-dimensional Prüfer domains of finite character. In the second part we present new results leading to the characterization of length functions over arbitrary Prüfer domains of finite character.

載貨清單

Fluid Mechanics of Ciliary Propulsion,t divide some power of .. In turns out, that a necessary condition for that, is that the integral closure of . is a root extension of .. We also give a description of noetherian domains with this property.

遷移

鬧劇

UMT-domains: A Survey,[.] if .. We say that . is a UMT-domain if each upper to zero in .[.] is a maximal .-ideal of .[.]. The notion of UMT-domains was introduced by Houston and Zafrullah in 1989. In this paper, we survey the results on UMT-domains with focus on uppers to zero, Nagata rings, graded integral domains, and constructions of new UMT-domains.

Expostulate

,The Apéry Set of a Good Semigroup,n if this set in infinite, we show that, for the Apéry Set of such semigroups, we can define a partition in “l(fā)evels” that allows to generalize many properties of the Apéry Set of numerical semigroups, i.e., value semigroups of one-branch singularities.

警告

Simultaneous Interpolation and P-adic Approximation by Integer-Valued Polynomials,gruent modulo . for each ., and ., ., . arbitrary elements of .. We show that there is an interpolating .-congruence preserving integer-valued polynomial, that is, . with . for ., such that, moreover, the function . is constant modulo . on each residue class of . for all ..