Recent Advances in Theory and Application of Dynamical Systems

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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Bibliographic Details
Other Authors: Zhang, Chunrui (Editor)
Format: Electronic Book Chapter
Language:English
Published: Basel MDPI - Multidisciplinary Digital Publishing Institute 2023
Subjects:
Online Access:DOAB: download the publication
DOAB: description of the publication
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653 |a delay 
653 |a diffusion 
653 |a predator-prey 
653 |a Hopf bifurcation 
653 |a synthetic drugs transmission 
653 |a time delays 
653 |a local stability 
653 |a period solutions 
653 |a COVID-19 model 
653 |a vaccination willingness 
653 |a failure time of vaccine antibody 
653 |a multiple time scales method 
653 |a normal form 
653 |a COVID-19 epidemic 
653 |a booster vaccination 
653 |a two delays 
653 |a numerical simulations 
653 |a forest fire 
653 |a tree-beetle system 
653 |a stability 
653 |a sensitivity analysis 
653 |a optimal control 
653 |a hydroelastic response 
653 |a viscous fluid 
653 |a nonlinear oscillations 
653 |a hybrid fractal-fractional derivative 
653 |a smoking model 
653 |a approximate solution 
653 |a Lagrangian piece-wise interpolation 
653 |a memory effect 
653 |a anti-predator behaviour 
653 |a predator-prey model 
653 |a Neimark-Sacker bifurcation 
653 |a refuge 
653 |a predator-prey interactions 
653 |a dormancy of predators 
653 |a hopf bifurcations 
653 |a diffusion-induced instability 
653 |a Allee effect 
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