V. N. Rodionov, “PT-symmetric pseudo-Hermitian relativistic quantum mechanics with maximal mass,” arXiv:hep-th/1207.5463.V. N. Rodionov, PT-symmetric pseudo-hermitian relativistic quantum mechanics with maximal mass; hep-th/1207-5463.
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.Rodionov V.N. Non-Hermitian PT -symmetric relativistic Quantum mechanics with a maximal mass in an external magnetic field arXiv:1404.0503, (2014)....
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...
\mathcal{PT} \mathcal{PT} -symmetric quantum mechanics has been considered an important theoretical framework for understanding physical phenomena in \mathcal{PT} \mathcal{PT} -symmetric systems, with a number of \mathcal{PT} \mathcal{PT} -symmetry related applications. This line of research...
Semiclassical calculation of the C operator in PT-symmetric quantum mechanics 热度: 革兰氏阴性菌亚铁离子转运系统的组成及作用机制__Component and functional mechanism of the ferrous iron acquisition system in gram-negative bacteria-A review 热度: 相关推荐 a r X i v : q u a n t - p h...
A large number of PT -symmetric models have been studied, including PT -symmetric quantummechanics [6], PT -symmetric quantum elec Now consider a PT -symmetric Klein-Gordon oscillatormoving in a uniform magnetic field B, and the magnetic vector potential takes KleinGordon...
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 ...
Solutions of PT symmetric tight-binding chain and its equivalent Hermitian counterpartQuantum mechanicsCharge conjugation parity time reversal and other discrete symmetriesLattice fermion modelsWe study the Non-Hermitian quantum mechanics for the discrete system. This paper gives an exact analytic single-...
While the first examples for PT -symmetric quantum mechanics were numerical models, exactly solvable examples were soon presented too. It turned out that techniques developed for the exact solution of conventional quantum mechanical potential problems can be adapted to PT -symmetric setting too. The ...