Results 21 to 30 of about 13,362,899 (320)
Countably Generated Algebras of Analytic Functions on Banach Spaces
Axioms, 2023 In the paper, we study various countably generated algebras of entire analytic functions on complex Banach spaces and their homomorphisms. Countably generated algebras often appear as algebras of symmetric analytic functions on Banach spaces with respect
Zoriana Novosad +2 more
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Combinatoric topological string theories and group theory algorithms
Journal of High Energy Physics, 2022 A number of finite algorithms for constructing representation theoretic data from group multiplications in a finite group G have recently been shown to be related to amplitudes for combinatoric topological strings (G-CTST) based on Dijkgraaf-Witten ...
Sanjaye Ramgoolam, Eric Sharpe
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PROJECTIVE GROUP ALGEBRAS [PDF]
International Journal of Modern Physics A, 1999 In this paper we apply a recently proposed algebraic theory of integration to projective group algebras. These structures have received some attention in connection with the compactification of the M theory on noncommutative tori. This turns out to be an interesting field of applications, since the space [Formula: see text] of the equivalence classes ...
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Twisted group algebras I [PDF]
Communications in Mathematical Physics, 1969 A generalization of the group algebra of a locally compact group is studied, by expressing the group algebra of a central group extension as the direct sum of closed *-ideals each one of which is isomorphic to such a “twisted” group algebra. In particular, the representation theory of such algebras is associated with the theory of projective ...
Edwards, C. M., Lewis, J. T.
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C*-Algebraic Quantum Groups Arising from Algebraic Quantum Groups [PDF]
International Journal of Mathematics, 1997 We associate to an algebraic quantum group a C*-algebraic quantum group and show that this C*-algebraic quantum group essentially satisfies an upcoming definition of Masuda, Nakagami and Woronowicz.
Kustermans, J., Van Daele, A.
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Complex group algebras of the double covers of the symmetric and alternating groups [PDF]
, 2013 We prove that the double covers of the alternating and symmetric groups are determined by their complex group algebras. To be more precise, let $n\geq 5$ be an integer, $G$ a finite group, and let $\AAA$ and $\SSS^\pm$ denote the double covers of $\Al_n$
C. Bessenrodt +3 more
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Higher dimensional Automorphic Lie Algebras [PDF]
, 2015 The paper presents the complete classification of Automorphic Lie Algebras based on $\mathfrak{sl}_n (\mathbb{C})$, where the symmetry group $G$ is finite and the orbit is any of the exceptional $G$-orbits in $\overline{\mathbb{C}}$. A key feature of the
Knibbeler, Vincent +2 more
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On RM-algebras with an additional condition [PDF]
Journal of Mahani Mathematical ResearchIn this paper, we apply a new condition to RM-algebras. We obtain some relations among this condition with another axioms in some algebras of logic and some examples are given to illustrate them. %It is proved We prove that the relation derived from this
Akbar Rezaei
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K-theory for Leavitt path algebras: computation and classification [PDF]
, 2015 We show that the long exact sequence for K-groups of Leavitt path algebras deduced by Ara, Brustenga, and Cortinas extends to Leavitt path algebras of countable graphs with infinite emitters in the obvious way.
Gabe, James +3 more
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Algebraic automorphism groups of pro-affine algebraic groups [PDF]
Proceedings of the American Mathematical Society, 1980 We study the maximum connected algebraic subgroup of automorphisms of certain pro-affine algebraic groups.
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