Special Issue "Asymptotics for Differential Equations"
Deadline for manuscript submissions: closed (30 June 2022) | Viewed by 3039
Interests: mathematical physics; spectral theory; theory of waveguides; asymptotic analysis; PT-symmetric equatiosn; homogenization theory; theory of singular perturbations
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Differential equations play a more than very important role not only in mathematics but also in many natural sciences. Very often it is important to know how the solutions of differential equations behave with respect to some parameter and many interesting phenomena can be hidden in such behavior. As an example we can mention various perturbations of differential equations generating plenty of interesting and intriguing scenario for the behavior of the solution, studying of asymptotics of spectral characteristics for various differential operators, stability and bifurcations in dynamical systems, homogenization of boundary value problems and many others.
This issue is aimed on collecting papers with very recent results on asymptotic properties of solutions for various differential equations in modern hot topics in mathematics and mathematical physics as well as in other natural sciences.
Prof. Dr. Denis Borisov
Manuscript Submission Information
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- Differential equation
- Differential operator
- Dynamical system