Results 61 to 70 of about 170 (146)
Permutation Representations and Automorphisms of Evolution Algebras
Abstract We prove that the natural permutation representation of highly transitive finite groups cannot be realized as the full automorphism group of an idempotent, finite-dimensional evolution algebra acting on the set of lines spanned by its natural elements. Specifically, for any sufficiently large integer n and
Costoya, Cristina +2 more
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Irreducibility of limits of Galois representations of Saito-Kurokawa type. [PDF]
Berger T, Klosin K.
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Automorphic group representations [PDF]
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Rationality for isobaric automorphic representations: the CM-case. [PDF]
Grobner H.
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The volumes of Miyauchi subgroups. [PDF]
Lesesvre D, Petrow I.
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The universal algebra of the electromagnetic field III. Static charges and emergence of gauge fields. [PDF]
Buchholz D +3 more
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Motives and Automorphic Representations
This paper explores relations between two separate worlds. They are the algebraic geometry of Alexander Grothendieck and the automorphic representation theory of Robert Langlands. The relation between them would be a very broad example of the fundamental duality between geometric objects and spectral objects that permeates much of modern mathematics ...
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Zariski density of crystalline points. [PDF]
Böckle G, Iyengar A, Paškūnas V.
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The Ramanujan conjecture and its applications. [PDF]
Winnie Li WC.
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