Differential Equations in Applied Mathematics
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ArtikelUtgivningsinformation: MDPI - Multidisciplinary Digital Publishing Institute 2024Beskrivning: 1 electronic resource (194 p.)Innehållstyp: - text
- computer
- online resource
- 9783725801459
- 9783725801466
- Mathematics and Science
- Mathematics
- Applied mathematics
- ?-Laplacian operator
- Goodwin growth cycle model
- Hadamard fractional calculus
- Internet game addiction
- age structure
- asynchronous control
- average dwell time
- boundary value conditions
- boundary value problem
- chaotic dynamics
- coincidence degree theory
- comparison result
- competitive AG-ecosystem
- complete metric space
- coupled networks
- crossing bridge
- discrete spatial diffusion
- discrete time
- distributed lags
- dynamical behavior
- elastic plate
- existence
- existence and stability
- exponential stability
- finite difference method
- finite-time guaranteed cost controller
- global stability
- inverse problem
- linked twist maps
- lower and upper solutions
- mode dependent
- monotone iterative technique
- nonisochronous center
- nonlinear S–L system
- nonlinear diffusion PDE model
- parameter seasonal perturbation
- passivity-based control
- periodic solution
- phase portraits
- quadratic systems
- quadratic vector fields
- rigidity parameter
- sensitivity analysis
- solution existence
- stochastic
- stochastic synchronization
- super- and sub-solutions
- time delay
- time sc
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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.
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