Knowledge in quantum theoryThe PT-symmetric quantum mechanics is a generalization of the classical quantum mechanics where Hamiltonians are not necessarily Hermitian. This Demonstration provides intuition for quantum-tobogganic paths. They represent an extension of the usual real coordinates into the complex plane, which just trade off the dynamics generated by the potential and the dynamics generated by the topologyComponente Curricular::Educação Superior::Ciências Exatas e da Terra::Físic
These notes collect the lectures given by the author to the “XXIII International Work- shop on Geome...
These notes collect the lectures given by the author to the “XXIII International Work- shop on Geome...
In this report we examine the concept of PT -symmetric quantum mechanics and analyze two such system...
PT-symmetric quantum mechanics is an alternative to the usual hermitian quantum mechanics. We will s...
Certain complex-contour (a.k.a. quantum-toboggan) generalizations of Schroedinger’s bound-state prob...
The physical condition that the expectation values of physical observables are real quantities is us...
Quantum particle is assumed located in an analytically perturbed harmonic-oscillator potential. Its ...
PT-symmetric quantum theory was originally proposed with the aim of extending standard quantum theor...
Recently, much research has been carried out on Hamiltonians that are not Hermitian but are symmetri...
Background to the area of PT-symmetric Hamiltonians is pre-sented, where the idea is put forward to ...
We present a path-integral formulation of 't Hooft's derivation of quantum physics from classical ph...
We present a path-integral formulation of 't Hooft's derivation of quantum physics from classical ph...
We present a path-integral formulation of 't Hooft's derivation of quantum physics from classical ph...
We present a path-integral formulation of 't Hooft's derivation of quantum physics from classical ph...
Extended quantum mechanics using non-Hermitian, pseudo-Hermitian Hamiltonians is briefly reviewed. S...
These notes collect the lectures given by the author to the “XXIII International Work- shop on Geome...
These notes collect the lectures given by the author to the “XXIII International Work- shop on Geome...
In this report we examine the concept of PT -symmetric quantum mechanics and analyze two such system...
PT-symmetric quantum mechanics is an alternative to the usual hermitian quantum mechanics. We will s...
Certain complex-contour (a.k.a. quantum-toboggan) generalizations of Schroedinger’s bound-state prob...
The physical condition that the expectation values of physical observables are real quantities is us...
Quantum particle is assumed located in an analytically perturbed harmonic-oscillator potential. Its ...
PT-symmetric quantum theory was originally proposed with the aim of extending standard quantum theor...
Recently, much research has been carried out on Hamiltonians that are not Hermitian but are symmetri...
Background to the area of PT-symmetric Hamiltonians is pre-sented, where the idea is put forward to ...
We present a path-integral formulation of 't Hooft's derivation of quantum physics from classical ph...
We present a path-integral formulation of 't Hooft's derivation of quantum physics from classical ph...
We present a path-integral formulation of 't Hooft's derivation of quantum physics from classical ph...
We present a path-integral formulation of 't Hooft's derivation of quantum physics from classical ph...
Extended quantum mechanics using non-Hermitian, pseudo-Hermitian Hamiltonians is briefly reviewed. S...
These notes collect the lectures given by the author to the “XXIII International Work- shop on Geome...
These notes collect the lectures given by the author to the “XXIII International Work- shop on Geome...
In this report we examine the concept of PT -symmetric quantum mechanics and analyze two such system...