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This compelling book presents remarkable contributions from esteemed speakers who participated in the 28th International Conference on Difference Equations and Applications, ICDEA 2023, hosted at Phitsanulok, Thailand, in collaboration with the International Society of Difference Equations (ISDE) from July 17 to 21, 2023. Embark on an enriching journey through the realms of difference equations and discrete dynamical systems, with practical applications spanning economics, engineering, biology, and related sciences. Immerse yourself in cutting-edge research as you explore new and significant breakthroughs within the fields of difference equations and discrete dynamical systems. This comprehensive compilation spans diverse scientific disciplines, demonstrating the profound impact of these theories and methodologies in practical and tangible settings.
From economic modeling to engineering optimization, from biological systems to interdisciplinary applications, this book exemplifies the versatility and relevance of difference equations and discrete dynamical systems. Designed to resonate with a wide audience, including Ph.D. students, researchers, educators, and practitioners, it goes beyond mere dissemination of recent results. It actively fosters the advancement of knowledge, serving as a catalyst for further explorations and innovations across the spectrum of sciences.
Table des matières
D. J.W. Simpson.- How to compute multi-dimensional stable and unstable manifolds of piecewise-linear maps.- M. Saburov, K. Saburov and K. Saburov, Krause Mean Processes Generated by Doubly Stochastic Hyper-Matrices with Positive Influences.- E. Kwessi, Hierarchical Model with Allee Effect, Immigration, and Holling Type II Functional Response.- Y. Naoto, Asymptotic behavior of solutions of two-region dynamic Dixit-Stiglitz-Krugman model with discrete-time variable.- G. Filipuk, On the regularisation of the differential system related to the deformed Laguerre polynomials.- P. Zu'rob and Abdelrahim S. Mousa, Hysterical dynamics of player's behavior in a welfare coalition game.- L. Efremova, Skew Products and Geometrically Integrable Maps: Results, Problems and Prospects.- D. Andrica and O. Bagdasar, On Kasner triangles defined by a sequence of parameters.- L. Gardini, D. Radi, N. Schmitt, I. Sushko, and F. Westerhoff, New Economic Era Thinking and Stock Market Bubbles: A Two-Dimensional Piecewise Linear Discontinuous Map Approach.- R. Lozi, Will we continue to use chaotic attractors in science for a long time, or will they only be a passing curiosity?.
