Proposes a new formulation for the representation of non-bijective canonical transformations in quantum mechanics. These are represented by a unitary operator acting on a Hilbert space H(X)H similar to the one used for the description of a two-dimensional system.SCOPUS: ar.jinfo:eu-repo/semantics/publishe
AbstractWe present a theory of representations of canonical transformations which links together the...
This paper constitutes a contribution to the penetration of nonbijective canonical transformations i...
We stress the role of nonequivalent representations of the canonical commutation relations in quantu...
$p$-Mechanics is a consistent physical theory which describes both classical and quantum mechanics s...
The representation in quantum mechanics of canonical transformations to action and angle variables i...
A theory of non-unitary-invertible and also unitary canonical transformations is formulated in the c...
A theory of non-unitary-invertible as well as unitary canonical transformations is formulated in the...
SIGLECNRS RP 120 (148) / INIST-CNRS - Institut de l'Information Scientifique et TechniqueFRFranc
7 pages, Tex, LYCEN 8829 - TheoriePreliminary results concerning non-quadratic (and non-bijective) t...
We study construction of the star-product version of three basic quantum canonical transformations w...
We study construction of the star-product version of three basic quantum canonical transformations w...
The canonical quantization of non-linear Lagrangians is discussed. When one can find a Cartesian coo...
A non-commutative analogue of the classical differential forms is constructed on the phase-space of ...
Noncommutative quantum mechanics on the plane has been widely studied in the literature. Here, we co...
A quantum system of a particle interacting with a (non-Abelian) gauge field on the nonsimply-connec...
AbstractWe present a theory of representations of canonical transformations which links together the...
This paper constitutes a contribution to the penetration of nonbijective canonical transformations i...
We stress the role of nonequivalent representations of the canonical commutation relations in quantu...
$p$-Mechanics is a consistent physical theory which describes both classical and quantum mechanics s...
The representation in quantum mechanics of canonical transformations to action and angle variables i...
A theory of non-unitary-invertible and also unitary canonical transformations is formulated in the c...
A theory of non-unitary-invertible as well as unitary canonical transformations is formulated in the...
SIGLECNRS RP 120 (148) / INIST-CNRS - Institut de l'Information Scientifique et TechniqueFRFranc
7 pages, Tex, LYCEN 8829 - TheoriePreliminary results concerning non-quadratic (and non-bijective) t...
We study construction of the star-product version of three basic quantum canonical transformations w...
We study construction of the star-product version of three basic quantum canonical transformations w...
The canonical quantization of non-linear Lagrangians is discussed. When one can find a Cartesian coo...
A non-commutative analogue of the classical differential forms is constructed on the phase-space of ...
Noncommutative quantum mechanics on the plane has been widely studied in the literature. Here, we co...
A quantum system of a particle interacting with a (non-Abelian) gauge field on the nonsimply-connec...
AbstractWe present a theory of representations of canonical transformations which links together the...
This paper constitutes a contribution to the penetration of nonbijective canonical transformations i...
We stress the role of nonequivalent representations of the canonical commutation relations in quantu...
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