Universal edge information from wavefunction deformation
... ground state(s) [1–4]. For instance, a non-zero topological entanglement entropy γ in the ground state indicates the presence of TO and is a measure of the total quantum dimension of the underlying anyonic system [4, 5]. The braiding statistics of anyons in the theory is another such universal prope ...
... ground state(s) [1–4]. For instance, a non-zero topological entanglement entropy γ in the ground state indicates the presence of TO and is a measure of the total quantum dimension of the underlying anyonic system [4, 5]. The braiding statistics of anyons in the theory is another such universal prope ...
Hamilton`s equations. Conservation laws. Reduction
... Here, of course, the partial derivatives with respect to the coordinates are taken while holding the velocity variables and time fixed, the partials with respect to velocities hold coordinates and time fixed, etc. We desire to express these quantities in terms of coordinates and momenta only and tra ...
... Here, of course, the partial derivatives with respect to the coordinates are taken while holding the velocity variables and time fixed, the partials with respect to velocities hold coordinates and time fixed, etc. We desire to express these quantities in terms of coordinates and momenta only and tra ...
RSC_QTECR_ch005 105..131
... results based on Kleinert’s variational perturbation theory does not have this problem, and the perturbation series has been shown to be convergent exponentially and uniformly,6,36,37 making the second-order perturbation (KP2) sufficiently accurate for chemical applications.7 We describe an automated, ...
... results based on Kleinert’s variational perturbation theory does not have this problem, and the perturbation series has been shown to be convergent exponentially and uniformly,6,36,37 making the second-order perturbation (KP2) sufficiently accurate for chemical applications.7 We describe an automated, ...
SEMICLASSICAL AND LARGE QUANTUM NUMBER LIMITS
... wells which go to infinity as some positive power of the coordinate r at large distances. Potential wells converging to a constant, e.g. zero, on at least one side can support an infinite number of bound states, if the potential approaches its limiting threshold value slower than 1/r2 , as is the ca ...
... wells which go to infinity as some positive power of the coordinate r at large distances. Potential wells converging to a constant, e.g. zero, on at least one side can support an infinite number of bound states, if the potential approaches its limiting threshold value slower than 1/r2 , as is the ca ...
NON-HERMITIAN QUANTUM MECHANICS by KATHERINE JONES
... We recast this result in the context of PT quantum mechanics and speculate on whether non-Hermitian quantum mechanics may be able to shed light on the most outstanding problem in condensed matter physics, the theory of high temperature superconductivity[8]. ...
... We recast this result in the context of PT quantum mechanics and speculate on whether non-Hermitian quantum mechanics may be able to shed light on the most outstanding problem in condensed matter physics, the theory of high temperature superconductivity[8]. ...
PyProp - A Python Framework for Propagating the Time
... By solving the equations of classical mechanics, scientists had huge success in predicting planetary trajectories, the motion of rigid bodies, etc. Despite this success, it became inceasingly clear towards the end of the 19th century that classical mechanics was not sufficient to describe motion on t ...
... By solving the equations of classical mechanics, scientists had huge success in predicting planetary trajectories, the motion of rigid bodies, etc. Despite this success, it became inceasingly clear towards the end of the 19th century that classical mechanics was not sufficient to describe motion on t ...
IBM Josephson junction qubit
... IBM Josephson junction qubit: analyzing the “portal” -- cannot be fixed to be exactly zero --full non-adiabatic time evolution of Schrodinger equation with fixed and ...
... IBM Josephson junction qubit: analyzing the “portal” -- cannot be fixed to be exactly zero --full non-adiabatic time evolution of Schrodinger equation with fixed and ...
Semi-classical formula beyond the Ehrenfest time in
... Linear dispersion regime: Some recent and very general results [16][4][36][9] describe the evolved quantum state ψ (t), in the linear dispersion regime, which means that non linear effects on the dispersion of the coherent state are supposed to be negligible with respect to the linear effects. Becau ...
... Linear dispersion regime: Some recent and very general results [16][4][36][9] describe the evolved quantum state ψ (t), in the linear dispersion regime, which means that non linear effects on the dispersion of the coherent state are supposed to be negligible with respect to the linear effects. Becau ...
Nonequilibrium Fermi Golden Rule for electronic transitions
... its multi-set counterpart, depending on PESs of the system, in some cases, for a fixed number of GWPs the single-set expansion can perform better than the multi-set expansion. Such situations arise when PESs of two states are quite different and initial electronic coupling is small. Then GWPs on di ...
... its multi-set counterpart, depending on PESs of the system, in some cases, for a fixed number of GWPs the single-set expansion can perform better than the multi-set expansion. Such situations arise when PESs of two states are quite different and initial electronic coupling is small. Then GWPs on di ...
