Singularly Perturbed Problems: Asymptotic Analysis and Approximate Solution

Dear Colleagues,

This issue is a continuation of our previous Special Issue on "Singularly Perturbed Problems". We will provide an opportunity to present recent developments in theory and various theoretical and  real-life applications of singularly perturbed problems, their asymptotic analysis and approximate (analytical/numerical) solutions. This Special Issue will address the following non-exhaustive list of topics:

Singularly perturbed ordinary differential equations (initial/boundary-value problems); Singularly perturbed partial differential equations (initial/boundary-value problems); Singularly perturbed  ordinary/partial  differential equations with deviating arguments (initial/boundary-value problems); Singularly perturbed integro-differential equations (initial/boundary-value problems); Singularly perturbed stochastic differential equations (initial/boundary-value problems);  Periodic solutions of singularly perturbed differential equations; Singularly perturbed difference equations (initial/boundary-value problems); Control problems with singularly perturbed continuous/discrete dynamics; Differential/difference games with singularly perturbed dynamics; Qualitative analysis of singularly perturbed equations; Miscellaneous applications of singularly perturbed problems; etc.

It should be noted that the Special Issue is open to receiving further ideas, apart from the aforementioned topics.

We hope that this initiative will be attractive to experts in the theory of singular perturbations, and its theoretical and real-life Applications. We encourage you to submit your current research to be included in the Special Issue.

Prof. Dr. Valery Y. Glizer
Guest Editor

Manuscript Submission Information

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