Advances in Nonlinear Dynamics: Methods and Applications

Dear Colleagues,

In this Topic we shall focus on partial differential equations and their applications, especially those arising in the environmental, physical, and engineering sciences. In particular, this Special Issue will cover topics such as initial and boundary value problems, Navier–Stokes theory, minimizers for functionals of double phase with variable exponents, magnetohydrodynamics equations, Lie groups, mathematical modeling, analysis for traveling waves, and Boussinesq equations. All manuscripts are expected to be written for a broad scientific audience.

The scope of this Topic is to bring together theories, methods, and real-world applications of Nonlinear Dynamics. It will consist of topical research including (but not limited to) the following areas:

• Ordinary differential equations;
• Delay differential equations;
• Fixed point theory;
• Fractional differential equations;
• Functional equations;
• Equations on time scales;
• Partial differential equations;
• Fractional differential equations;
• Stochastic differential equations;
• Integral equations.

Prof. Dr. Ravi P. Agarwal
Prof. Dr. Maria Alessandra Ragusa
Topic Editors