Manuscript Topics

Inequalities play a crucial role in addressing mathematical problems across various branches of mathematics, with Young's inequality being a prominent example widely utilized in applied mathematics. Partial differential equations (PDEs) are fundamental in modeling diverse phenomena and processes across fields such as physics, biology, finance, and engineering. The investigation of PDE solutions, whether through qualitative theory or quantitative methods, as well as the application of these studies to real-world problems, has garnered significant interest from researchers.

This Special Issue aims to gather original contributions on:    
• The development of new inequalities with potential applications in various fields of mathematics.    
• The use of PDEs in modeling real-world phenomena.    
• The qualitative theory concerning the solutions of PDEs.    
• Analytical/numerical methods for solving PDEs.    
• PDEs involving fractional derivatives.

Keywords:
• inequalities
• diffusion equations
• wave type equations
• partial differential equations with delay
• partial functional differential equations
• fractional partial differential equations
• numerical solution
• analytical solution
• modelling

Instruction for Authors
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Please submit your manuscript to online submission system
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