New Numerical and Analytical Methods for Nonlinear Partial Differential Equations with Applications in Quantum Physics

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Firat University

China University of Mining and Technology

University of Rajasthan

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Various numerical and analytical methods have been used to investigate the models of real-world phenomena. Namely, real-world models from quantum physics have been investigated by many researchers.

This Research Topic aims to promote and exchange new and important theoretical and numerical results to study the dynamics of complex physical systems. In particular, the Research Topic will focus on numerical and analytical methods for nonlinear partial differential equations which have applications for quantum physical systems.

Authors are encouraged to introduce their latest original research articles. The Research Topic will cover, but is not limited to, the following themes:
- Mathematical methods in physics
- Representations of Lie groups in physics
- Quantum fields
- Advanced numerical methods and techniques for nonlinear partial differential equations
- Schrödinger classical and fractional operators
- Conservation laws

Various numerical and analytical methods have been used to investigate the models of real-world phenomena. Namely, real-world models from quantum physics have been investigated by many researchers.

This Research Topic aims to promote and exchange new and important theoretical and numerical results to study the dynamics of complex physical systems. In particular, the Research Topic will focus on numerical and analytical methods for nonlinear partial differential equations which have applications for quantum physical systems.

Authors are encouraged to introduce their latest original research articles. The Research Topic will cover, but is not limited to, the following themes:
- Mathematical methods in physics
- Representations of Lie groups in physics
- Quantum fields
- Advanced numerical methods and techniques for nonlinear partial differential equations
- Schrödinger classical and fractional operators
- Conservation laws

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Editors

Firat University

China University of Mining and Technology

University of Rajasthan

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41,422 Article views

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Frontiers in Physics

Statistical and Computational Physics

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Frontiers in Applied Mathematics and Statistics

Statistical and Computational Physics

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