Results 141 to 150 of about 143,594 (316)
Isomorphism relations on classes of c.e. algebras [PDF]
Meng-Che Ho, M. Ritter, Luca San Mauro
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On Isomorphism Classes of Right Loops
In this article, we find formula for non-isomorphic right loops of order n by operation ◦g will be termed as the deformation of ◦ through the map g: S → Sym(S) with g(e) = I.
Sushmita Kushwaha, A. C. Yadav
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Conductors of fractional ideals in Burnside rings for cyclic p-groups and their zeta function
This study is part of the zeta function of the Burnside ring study. The main objective of this paper is to determine the conductors of all isomorphism classes of fractional ideals of finite index in Bp(Cp^n ) the Burnside ring for cyclic groups of order
David Villa Hernández +2 more
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Isomorphism classes of short Gorenstein local rings via Macaulay's inverse system [PDF]
Elias, Joan, Maria Evelina Rossi
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The number of isomorphism classes of spreads
AbstractRoughly, a spread is a “continuous” collection of generalized chords. We simultaneously prove conjectures of Grünbaum by finding c (the cardinality of the continuum) many pairwise nonisomorphic spreads such that for every two of them every finite part of one is isomorphic to a finite part of the other.
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ABSTRACT Secularization is a key concept in the social scientific study of religion, yet its meaning remains ambiguous due to varied definitions produced in the literature. This article aims to provide a data‐driven systematization of the debate on religious change by analyzing 1638 academic articles published between 2001 and 2022 using structural ...
Valeria Rainero, Ruud Luijkx
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The complete isomorphism class of an operator space [PDF]
Timur Oikhberg
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Religious Diversity and Multi‐Religiosity in Singapore
ABSTRACT Can government‐mandated exposure to religious diversity both reinforce exclusive identities and cultivate “multi‐religiosity”? This study leverages the 2024 Global East Survey of Religion and Spirituality to investigate how Singapore's state‐mandated and managed pluralism impacts the religious lives of its citizens.
Corey Resweber, Bing Han, Fenggang Yang
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ABSTRACT It is a truism of mathematics that differences between isomorphic number systems are irrelevant to arithmetic. This truism is deeply rooted in the modern axiomatic method and underlies most strands of arithmetical structuralism, the view that arithmetic is about some abstract number structure.
Balthasar Grabmayr
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On The Isomorphism Classes Of Transversals III
Let $G$ be a finite group and $H$ a subgroup of $G$. Each left transversal (with identity) of $H$ in $G$ has a left loop (left quasigroup with identity) structure induced by the binary operation of $G$. We say two left transversals are isomorphic if they are isomorphic with respect to the induced left loop structures. In this paper, we develop a method
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