# Quantum Mechanics and Non-Hermitian Physics

**Type:** Topics  
**Canonical URL:** https://scholariq.org/topics/quantum-mechanics-and-non-hermitian-physics/

## Facts

| Field | Value |
| --- | --- |
| Citations | 660,682 |
| Description | This cluster of papers explores the concept of Parity-Time (PT) symmetry in optics and quantum mechanics, focusing on non-Hermitian physics, exceptional points, topological phases, and nonlinear systems. It investigates phenomena such as PT-symmetric optical lattices, exceptional points in photonics, and the implications of PT symmetry for quantum mechanics and optical devices. |
| Domain | Physical Sciences |
| Field | Physics and Astronomy |
| OpenAlex ID | https://openalex.org/T11262 |
| Works | 61,756 |

## Topic papers all

- [Coherent states: Theory and some applications](https://scholariq.org/papers/coherent-states-theory-and-some-applications/)
- [Some physical applications of fractional Schrödinger equation](https://scholariq.org/papers/some-physical-applications-of-fractional-schrodinger-equation/)
- [Time-asymmetric loop around an exceptional point over the full optical communications band](https://scholariq.org/papers/time-asymmetric-loop-around-an-exceptional-point-over-the-full-optical/)
- [Half-Heusler topological insulators: A first-principles study with the Tran-Blaha modified Becke-Johnson density functional](https://scholariq.org/papers/half-heusler-topological-insulators-a-first-principles-study-with-the-tran-blaha/)
- [Topological semimetals with a double-helix nodal link](https://scholariq.org/papers/topological-semimetals-with-a-double-helix-nodal-link/)
- [Space–time fractional Schrödinger equation with time-independent potentials](https://scholariq.org/papers/space-time-fractional-schrodinger-equation-with-time-independent-potentials/)
- [Generalized fractional Schrödinger equation with space-time fractional derivatives](https://scholariq.org/papers/generalized-fractional-schrodinger-equation-with-space-time-fractional/)
- [Some solutions to the space fractional Schrödinger equation using momentum representation method](https://scholariq.org/papers/some-solutions-to-the-space-fractional-schrodinger-equation-using-momentum/)
- [Non-Hermitian wave dynamics of odd plates: Microstructure design and theoretical modelling](https://scholariq.org/papers/non-hermitian-wave-dynamics-of-odd-plates-microstructure-design-and-theoretical/)

## Topic researchers

Showing 12 of 20.

- [Georg Kresse](https://scholariq.org/researchers/georg-kresse/)
- [Donald G. Truhlar](https://scholariq.org/researchers/donald-g-truhlar/)
- [Edward Witten](https://scholariq.org/researchers/edward-witten/)
- [Xiang Zhang](https://scholariq.org/researchers/xiang-zhang/)
- [Yuri S. Kivshar](https://scholariq.org/researchers/yuri-s-kivshar/)
- [R. J. Cava](https://scholariq.org/researchers/r-j-cava/)
- [Shanhui Fan](https://scholariq.org/researchers/shanhui-fan/)
- [J. Häfner](https://scholariq.org/researchers/j-hafner/)
- [John D. Joannopoulos](https://scholariq.org/researchers/john-d-joannopoulos/)
- [David Vanderbilt](https://scholariq.org/researchers/david-vanderbilt/)
- [Roberto Car](https://scholariq.org/researchers/roberto-car/)
- [Franco Nori](https://scholariq.org/researchers/franco-nori/)

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Source: ScholarIQ — public research metadata, principally OpenAlex. See https://scholariq.org/sources/ for provenance and https://scholariq.org/methodology/ for what these figures mean.