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Recent Advances in Theory and Application of Dynamical Systems
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Dynamical system theory has been widely used to study scientific problems. The purpose of this reprint is to introduce the latest research results related to dynamical system theory. This reprint is a reference for researchers engaged in applied mathematics, biomathematics and related fields.
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Keywords
- Allee effect
- anti-predator behaviour
- approximate solution
- booster vaccination
- COVID-19 epidemic
- COVID-19 model
- Delay
- Diffusion
- diffusion-induced instability
- dormancy of predators
- failure time of vaccine antibody
- forest fire
- Hopf bifurcation
- hopf bifurcations
- hybrid fractal-fractional derivative
- hydroelastic response
- Lagrangian piece-wise interpolation
- local stability
- Mathematics & science
- memory effect
- multiple time scales method
- Neimark–Sacker bifurcation
- nonlinear oscillations
- normal form
- Numerical simulations
- Optimal Control
- period solutions
- predator-prey interactions
- predator–prey
- predator–prey model
- Reference, information & interdisciplinary subjects
- Refuge
- Research & information: general
- sensitivity analysis
- smoking model
- Stability
- synthetic drugs transmission
- time delays
- tree–beetle system
- two delays
- vaccination willingness
- viscous fluid
Links
DOI: 10.3390/books978-3-0365-7885-9Editions