Add to ORKGWe modify the Fock representation construction of the CAR-algebra to obtain a new proof for that the Binary Shift Algebra is isomorphic to the CAR-algebra
We define a canonical basis of the q-deformed Fock space representation of the affine Lie algebra b...
We develop an approach to the representations theory of the algebra of the square of white noise bas...
AbstractThis paper develops a model theory for a pair of noncommuting operators. Using backward shif...
The implementation of non-surjective Bogoliubov transformations in Fock states over CAR algebras is ...
We give a complete proof of the twisted duality property M(q) 0 = e Z M(q ? ) e Z of the (sel...
22 pages, no figures.-- MSC2000 codes: 46L05, 46L65.-- PACS nr.: 02.10.-v.MR#: MR1915649 (2003d:4606...
Based on an embedding formula of the CAR algebra into the Cuntz algebra ${\mathcal O}_{2^p}$, proper...
In a Fock representation, a non-surjective Bogoliubov transformation of CAR leads to a reducible rep...
A natural occcurrence of shift equivalence in a purely algebraic setting is exhibited
Shift operators play an important role in different areas of Mathematics such as Operator Theory, Dy...
Based on an embedding formula of the CAR algebra into the Cuntz algebra ${\mathcal O}_{2^p}$, proper...
We use Exel's C*-crossed products associated to non-invertible dynamical systems to associate a C*-a...
Abstract. We investigate representations of the Cuntz algebra O2 on antisymmetric Fock space Fa(K1) ...
A shift operator expansion is used to extend the range of the boson realisation method of calculatio...
AbstractWe show that an automorphism of a unital AF C*-algebra with a certain approximate Rohlin pro...
We define a canonical basis of the q-deformed Fock space representation of the affine Lie algebra b...
We develop an approach to the representations theory of the algebra of the square of white noise bas...
AbstractThis paper develops a model theory for a pair of noncommuting operators. Using backward shif...
The implementation of non-surjective Bogoliubov transformations in Fock states over CAR algebras is ...
We give a complete proof of the twisted duality property M(q) 0 = e Z M(q ? ) e Z of the (sel...
22 pages, no figures.-- MSC2000 codes: 46L05, 46L65.-- PACS nr.: 02.10.-v.MR#: MR1915649 (2003d:4606...
Based on an embedding formula of the CAR algebra into the Cuntz algebra ${\mathcal O}_{2^p}$, proper...
In a Fock representation, a non-surjective Bogoliubov transformation of CAR leads to a reducible rep...
A natural occcurrence of shift equivalence in a purely algebraic setting is exhibited
Shift operators play an important role in different areas of Mathematics such as Operator Theory, Dy...
Based on an embedding formula of the CAR algebra into the Cuntz algebra ${\mathcal O}_{2^p}$, proper...
We use Exel's C*-crossed products associated to non-invertible dynamical systems to associate a C*-a...
Abstract. We investigate representations of the Cuntz algebra O2 on antisymmetric Fock space Fa(K1) ...
A shift operator expansion is used to extend the range of the boson realisation method of calculatio...
AbstractWe show that an automorphism of a unital AF C*-algebra with a certain approximate Rohlin pro...
We define a canonical basis of the q-deformed Fock space representation of the affine Lie algebra b...
We develop an approach to the representations theory of the algebra of the square of white noise bas...
AbstractThis paper develops a model theory for a pair of noncommuting operators. Using backward shif...