Add to ORKGWeak Weyl representations of the canonical commutation relation (CCR) with one degree of freedom are considered in relation to the theory of time operator in quantum mechanics. It is proven that there exists a general structure through which a weak Weyl representation can be constructed from a given weak Weyl representation. As a corollary, it is shown that a Weyl representation of the CCR can be constructed from a weak Weyl representation which satisfies some additional property. Some examples are given
We study Moyal quantization for a constrained system. One of the purposes of this work is to give a ...
A theory of non-unitary-invertible and also unitary canonical transformations is formulated in the c...
The problem of whether or not the equations of motion of a quantum system determine the commutation ...
Weak Weyl representations of the canonical commutation relation (CCR) with one degree of freedom are...
Weak Weyl representations of the canonical commutation relation (CCR) with one degree of freedom are...
Let (T,H) be a weak Weyl representation of the canonical commutation relation (CCR) with one degree ...
We consider a representation of canonical commutation relations (CCR) appearing in a (non-Abelian) ...
We consider a family of irreducible Weyl representations of canonical commutation relations with inf...
T e-itH = e-itH (T + t), 8t 2 R, 8 2 D(T). (1.1) This is a stronger version of representation of th...
We consider Hilbert space representations of a generalization of canonical commutation relations , w...
AbstractThe standard C∗-algebraic version of the algebra of canonical commutation relations, the Wey...
The problem of expressing a general dynamical variable in quantum mechanics as a function of a primi...
We investigate some spectral properties of time operators which are obtained through Canonical Commu...
We introduce a concept of singular Bogoliubov transformation on the abstract boson Fock space and co...
The book gives an introduction to Weyl non-regular quantization suitable for the description of phys...
We study Moyal quantization for a constrained system. One of the purposes of this work is to give a ...
A theory of non-unitary-invertible and also unitary canonical transformations is formulated in the c...
The problem of whether or not the equations of motion of a quantum system determine the commutation ...
Weak Weyl representations of the canonical commutation relation (CCR) with one degree of freedom are...
Weak Weyl representations of the canonical commutation relation (CCR) with one degree of freedom are...
Let (T,H) be a weak Weyl representation of the canonical commutation relation (CCR) with one degree ...
We consider a representation of canonical commutation relations (CCR) appearing in a (non-Abelian) ...
We consider a family of irreducible Weyl representations of canonical commutation relations with inf...
T e-itH = e-itH (T + t), 8t 2 R, 8 2 D(T). (1.1) This is a stronger version of representation of th...
We consider Hilbert space representations of a generalization of canonical commutation relations , w...
AbstractThe standard C∗-algebraic version of the algebra of canonical commutation relations, the Wey...
The problem of expressing a general dynamical variable in quantum mechanics as a function of a primi...
We investigate some spectral properties of time operators which are obtained through Canonical Commu...
We introduce a concept of singular Bogoliubov transformation on the abstract boson Fock space and co...
The book gives an introduction to Weyl non-regular quantization suitable for the description of phys...
We study Moyal quantization for a constrained system. One of the purposes of this work is to give a ...
A theory of non-unitary-invertible and also unitary canonical transformations is formulated in the c...
The problem of whether or not the equations of motion of a quantum system determine the commutation ...