Special Issue "Mathematical and Numerical Analysis of Nonlinear Evolution Equations : Advances and Perspectives"
Deadline for manuscript submissions: closed (31 March 2020).
A printed edition of this Special Issue is available here.
Interests: mathematical modeling and analysis of complex systems; kinetic equations; numerical methods for PDE
Special Issues and Collections in MDPI journals
Recently, interactions between researchers working in the field of mathematical physics and in the field of applied sciences have gained much attention, and new challenges have been raised including the possibility to derive evolution differential equations that are able to describe most phenomena arising in real-world systems. On the one hand, mathematical analysis allows one to obtain information on the qualitative behaviors of the system including the existence of solutions, asymptotic behaviors, and nonlinear dynamics. On the other hand, numerical and computational analysis furnishes methods to obtain quantitative information about solutions and the possibility to compare the time evolution of solutions to differential equations with empirical data.
This Special Issue is devoted to researchers working in the fields of pure and applied mathematical physics, specifically to researchers who are involved in the mathematical and numerical analysis of nonlinear evolution equations and their applications. Original research articles as well as review articles are welcome.
The topics include, but are not limited to, the following:
- Prey–predator models;
- Kinetic-type models;
- Multiscale models;
- Computational models;
- Fractional models;
- Asymptotic analysis and methods;
- Approximative methods;
- Bifurcation analysis;
- Chaos and synchronization analysis;
- Nonlinear dynamics;
- Complex dynamics;
- Far-from-equilibrium dynamics;
- Blow-up of solutions;
- Fractional calculus.
Prof. Carlo Bianca
Manuscript Submission Information
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