Add to ORKG7 pages, Tex, LYCEN 8829 - TheoriePreliminary results concerning non-quadratic (and non-bijective) transformations that exibit a degree of parentage with the well known Levi-Civita, Kustaanheimo-Stiefel, and Fock transformations are reported in this article. Some of the new transformations are applied to non-relativistic quantum dynamical systems in two dimensions
We construct the quadratic analog of the boson Fock functor. While in the first order (linear) case ...
We present a noncanonical transformation theory of large dynamical systems that leads to a formulati...
The representation in quantum mechanics of canonical transformations to action and angle variables i...
8 pages, Tex, LYCEN 8766 - TheorieSome results about non-bijective quadratic transformations general...
This paper constitutes a contribution to the penetration of nonbijective canonical transformations i...
This paper constitutes a contribution to the penetration of nonbijective canonical transformations i...
This paper constitutes a contribution to the penetration of nonbijective canonical transformations i...
This paper constitutes a contribution to the penetration of nonbijective canonical transformations i...
Proposes a new formulation for the representation of non-bijective canonical transformations in quan...
We construct an example of a noncommutative dynamical system defined over a two dimensional noncommu...
We demonstrate how a one parameter family of interacting non-commuting Hamiltonians, which are physi...
We review the Levi-Civita, Kustaanheimo-Stiefel and radial-inversion regularizing transformations. T...
We review the Levi-Civita, Kustaanheimo-Stiefel and radial-inversion regularizing transformations. T...
We review the Levi-Civita, Kustaanheimo-Stiefel and radial-inversion regularizing transformations. T...
A non-commutative analogue of the classical differential forms is constructed on the phase-space of ...
We construct the quadratic analog of the boson Fock functor. While in the first order (linear) case ...
We present a noncanonical transformation theory of large dynamical systems that leads to a formulati...
The representation in quantum mechanics of canonical transformations to action and angle variables i...
8 pages, Tex, LYCEN 8766 - TheorieSome results about non-bijective quadratic transformations general...
This paper constitutes a contribution to the penetration of nonbijective canonical transformations i...
This paper constitutes a contribution to the penetration of nonbijective canonical transformations i...
This paper constitutes a contribution to the penetration of nonbijective canonical transformations i...
This paper constitutes a contribution to the penetration of nonbijective canonical transformations i...
Proposes a new formulation for the representation of non-bijective canonical transformations in quan...
We construct an example of a noncommutative dynamical system defined over a two dimensional noncommu...
We demonstrate how a one parameter family of interacting non-commuting Hamiltonians, which are physi...
We review the Levi-Civita, Kustaanheimo-Stiefel and radial-inversion regularizing transformations. T...
We review the Levi-Civita, Kustaanheimo-Stiefel and radial-inversion regularizing transformations. T...
We review the Levi-Civita, Kustaanheimo-Stiefel and radial-inversion regularizing transformations. T...
A non-commutative analogue of the classical differential forms is constructed on the phase-space of ...
We construct the quadratic analog of the boson Fock functor. While in the first order (linear) case ...
We present a noncanonical transformation theory of large dynamical systems that leads to a formulati...
The representation in quantum mechanics of canonical transformations to action and angle variables i...