Results 21 to 30 of about 26,193 (159)
The Structure of Frobenius Algebras and Separable Algebras [PDF]
34 ...
Brzezinski, Tomasz +2 more
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On separation of variables for reflection algebras [PDF]
Abstract We implement our new separation of variables (SoV) approach for open quantum integrable models associated to higher rank representations of the reflection algebras. We construct the (SoV) basis for the fundamental representations of the Y ( gl
Maillet, J. M., Niccoli, G.
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The Cuntz semigroup and stability of close C*-algebras [PDF]
We prove that separable C*-algebras which are completely close in a natural uniform sense have isomorphic Cuntz semigroups, continuing a line of research developed by Kadison - Kastler, Christensen, and Khoshkam.
Perera, Francesc +3 more
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Connectivity is a homotopy invariant property of separable C*-algebras which has three notable consequences: absence of nontrivial projections, quasidiagonality and a more geometric realisation of KK-theory for nuclear C*-algebras using asymptotic ...
Dadarlat, Marius, Pennig, Ulrich
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Diagrammatic state sums for 2D pin-minus TQFTs
The two dimensional state sum models of Barrett and Tavares are extended to unoriented spacetimes. The input to the construction is an algebraic structure dubbed half twist algebras, a class of examples of which is real separable superalgebras with a ...
Alex Turzillo
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On separable abelian extensions of rings
Let R be a ring with 1, G(=〈ρ1〉×…×〈ρm〉) a finite abelian automorphism group of R of order n where 〈ρi〉 is cyclic of order ni. for some integers n, ni, and m, and C the center of R whose automorphism group induced by G is isomorphic with G.
George Szeto
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A Characterization of Z-Separating Algebras [PDF]
Let A be a uniformly closed point separating algebra of bounded real valued functions on a set X, containing the constant functions. A is called z-separating if whenever Z 1 , Z 2 {Z_1},{Z_2} are disjoint zero sets of ...
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Filtrated K-theory for real rank zero C*-algebras
Using Kirchberg KK_X-classification of purely infinite, separable, stable, nuclear C*-algebras with finite primitive ideal space, Bentmann showed that filtrated K-theory classifies purely infinite, separable, stable, nuclear C*-algebras that satisfy that
Arklint, Sara +2 more
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On free ring extensions of degree n
Nagahara and Kishimoto [1] studied free ring extensions B(x) of degree n for some integer n over a ring B with 1, where xn=b, cx=xρ(c) for all c and some b in B(ρ=automophism of B), and {1,x…,xn−1} is a basis.
George Szeto
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A Study of Entanglement in a Categorical Framework of Natural Language [PDF]
In both quantum mechanics and corpus linguistics based on vector spaces, the notion of entanglement provides a means for the various subsystems to communicate with each other.
Dimitri Kartsaklis, Mehrnoosh Sadrzadeh
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