Reprint

Differential Equations in Applied Mathematics

Edited by
February 2024
194 pages
  • ISBN978-3-7258-0146-6 (Hardback)
  • ISBN978-3-7258-0145-9 (PDF)

This book is a reprint of the Special Issue Differential Equations in Applied Mathematics that was published in

Computer Science & Mathematics
Physical Sciences
Summary

Numerous significant ideas in applied mathematics have been formulated within the framework of ordinary or partial differential equations, which provides a language for the illustration of these ideas. Through the years, mathematicians and scientists have developed extensions of these methodologies across almost all areas of science and technology. This Special Issue provides an opportunity to showcase recent developments in the many branches of ordinary or partial differential equations in applied mathematics that are related to stochastic, fuzzy, functional, and fractional differential or difference equations in the fields of sciences and engineering.

Format
  • Hardback
License
© 2022 by the authors; CC BY-NC-ND license
Keywords
Internet game addiction; nonlinear diffusion PDE model; super- and sub-solutions; traveling wave; existence and stability; nonlinear S–L system; periodic solution; existence; coincidence degree theory; elastic plate; crossing bridge; rigidity parameter; inverse problem; solution existence; boundary value problem; comparison result; monotone iterative technique; lower and upper solutions; competitive AG-ecosystem; distributed lags; existence and stability; time scales; Goodwin growth cycle model; nonisochronous center; parameter seasonal perturbation; linked twist maps; chaotic dynamics; discrete spatial diffusion; discrete time; stochastic; weighted pseudo-θ-almost periodicity; finite-time guaranteed cost controller; finite difference method; Hadamard fractional calculus; ?-Laplacian operator; boundary value conditions; dynamical behavior; complete metric space; asynchronous control; average dwell time; exponential stability; mode dependent; time delay; quadratic vector fields; quadratic systems; phase portraits; tuberculosis; age structure; global stability; sensitivity analysis; coupled networks; passivity-based control; stochastic synchronization; discrete spatial diffusion