Nonlinear Problems in Mathematical Physics

Dear Colleagues,

The modeling of nonlinear problems is key in applied sciences. Solutions to these problems are typically searched for using different methodologies, from qualitative approaches to quantitative theories. 

This Special Issue hopes to draw a linkage between the different methodologies and real-world applications. Articles providing a comprehensive view of nonlinear problems together with techniques for their solution are welcome. We welcome analyses focused on purely analytical or numerical techniques, but it is recommended to provide hybrid analysis from both sides. Papers dealing with the following topics are welcome:

• Operators theory in PDE (p-Laplacian, poly-Laplacian, porous medium equation, high order, doubly nonlinear diffusion, etc.).
• Analysis of solutions in differential and difference equations.
• Mathematical problems in multiphysics.
• Mathematical modelling theory.
• Optimization theory and applications.
• Approximation theory and applications.
• Symmetries in mathematical physics.
• Differential geometry theory and applications.
• Harmonic analysis and applications.
• Low-regularity spaces theory and applications.

Dr. José Luis Díaz
Guest Editor

Manuscript Submission Information

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