PT-symmetric quantum mechanics - Bender, Boettcher, et al. - 1999Bender CM, Boettcher S, Meisinger PN. 1999 PT -symmetric quantum mechanics. J. Math. Phys. 40, 2201-2229. (doi:10.1063/1.532860)C.M. Bender, S. Boettcher, P.N. Meisinger, P T -symmetric quantum mechanics, J. Math. ...
PT-symmetric quantum mechanics is an alternative formulation of quantum mechanics in which the mathematical axiom of Hermiticity (transpose and complex conjugate) is replaced by the physically transparent condition of space-time reflection symmetry (PT-symmetry). A Hamiltonian H is said to be PT-...
The ideas and results presented here pave the way for non-local PT-symmetric quantum mechanics as a novel building block for future quantum devices.doi:10.1038/s41566-019-0517-0F. KlauckL. TeuberM. OrnigottiM. HeinrichS. ScheelA. Szameit...
Unitary evolution in PT-symmetric quantum mechanics (QM) with a time-dependent metric is found to yield an interesting class of adiabatic processes. As an ... J Gong,QH Wang - 《Phys.rev.a》 被引量: 30发表: 2010年 Eigenvalues and Eigenfunctions of Woods Saxon Potential in PT Symmetric Q...
V. N. Rodionov, “Non-Hermitian -symmetric relativistic quantum mechanics with a maximal mass in an external magnetic field,” arXiv:1404.0503.V.N.Rodionov. Non-Hermitian PT-symmetric relativistic Quantum mechanics with a maximal mass in an external magnetic field. arXiv:1404.0503 (2014);...
Parity-time (PT )-symmetric quantum mechanics1 has opened up a new direction in searching for unconven- tional states of matter. Non-Hermitian PT -symmetric systems have been a subject of intense studies because they exhibit unusual properties, such as PT -phase transitions2. While realization ...
Calculation of the Hidden Symmetry Operator in PT-Symmetric Quantum Mechanics Carl M. BenderPeter N. MeisingerQing-hai Wang Nov 2002 In a recent paper it was shown that if a Hamiltonian H has an unbroken PT symmetry, then it also possesses a hidden symmetry represented by the linear operator...
Parity-time (PT )-symmetric quantum mechanics1 has opened up a new direction in searching for unconven- tional states of matter. Non-Hermitian PT -symmetric systems have been a subject of intense studies because they exhibit unusual properties, such as PT -phase transitions2. While realization ...
H. Wang . Geometric phase in -symmetric quantum mechanics. Phys. Rev. A 82, 012103 (2010). Article ADS MathSciNet CAS Google Scholar S. D. Liang & G. Y. Huang . Topological invariance and global Berry phase in non-Hermitian systems. Phys. Rev. A 87, 012118 (2013). Article ADS ...
Since the parity-time-(PPTT-) symmetric quantum mechanics was put forward, fundamental properties of some linear and nonlinear models with PPTT-symmetric potentials have been investigated. However, previous studies of PPTT-symmetric waves were limited to constant diffraction coefficients in the ambient...