A tensor product of representations of Cuntz algebras
Katsunori Kawamura
Abstract
We introduce a nonsymmetric, associative tensor product among representations of Cuntz algebras by using embeddings. We show the decomposition formulae of tensor products for permutative representations explicitly We apply decomposition formulae to determine properties of endomorphisms.
Create a lesson
Related papers
Superselection theory for 2D braided quantum spin systems via Connes fusion
Gregory Faurot, Charlton Li, David Penneys et al.
A Transfinite Christensen--Pedersen Argument
Jananan Arulseelan
Toeplitz C*-algebras on radially weighted Fock spaces: commutativity and spectral representation
Khalid Bdarneh
Maximal Algebraic Ideals in Nonunital C*-Algebras
Zhichao Liu, Xin Ma
Quasidiagonal traces need not form a face
Mehdi Moradi
Cohomology of Amenable Traces
Mehdi Moradi