TY - BOOK ID - 145505712 TI - Symmetry in Modeling and Analysis of Dynamic Systems PY - 2022 PB - Basel MDPI - Multidisciplinary Digital Publishing Institute DB - UniCat KW - Research & information: general KW - Mathematics & science KW - time delay KW - third order differential equations KW - difference scheme KW - stability KW - ϕc-Laplacian KW - boundary value problem KW - critical point theory KW - three solutions KW - multiple solutions KW - fixed point theory KW - boundary value problems KW - generalized attracting horseshoe KW - strange attractors KW - poincaré map KW - electronic circuits KW - non-canonical differential equations KW - second-order KW - neutral delay KW - mixed type KW - oscillation criteria KW - cell transplantation KW - cytokines KW - ischemic stroke KW - numerical simulation KW - runge-kutta method KW - stability analysis KW - ambient assisted living KW - AAL KW - ambient intelligence KW - assisted living KW - user-interfaces KW - fuzzy logic KW - vibrations KW - symmetrical structures KW - eigenmodes KW - building KW - concrete KW - partial difference equation KW - infinitely many small solutions KW - (p,q)-Laplacian KW - time delay KW - third order differential equations KW - difference scheme KW - stability KW - ϕc-Laplacian KW - boundary value problem KW - critical point theory KW - three solutions KW - multiple solutions KW - fixed point theory KW - boundary value problems KW - generalized attracting horseshoe KW - strange attractors KW - poincaré map KW - electronic circuits KW - non-canonical differential equations KW - second-order KW - neutral delay KW - mixed type KW - oscillation criteria KW - cell transplantation KW - cytokines KW - ischemic stroke KW - numerical simulation KW - runge-kutta method KW - stability analysis KW - ambient assisted living KW - AAL KW - ambient intelligence KW - assisted living KW - user-interfaces KW - fuzzy logic KW - vibrations KW - symmetrical structures KW - eigenmodes KW - building KW - concrete KW - partial difference equation KW - infinitely many small solutions KW - (p,q)-Laplacian UR - https://www.unicat.be/uniCat?func=search&query=sysid:145505712 AB - Real-world systems exhibit complex behavior, therefore novel mathematical approaches or modifications of classical ones have to be employed to precisely predict, monitor, and control complicated chaotic and stochastic processes. One of the most basic concepts that has to be taken into account while conducting research in all natural sciences is symmetry, and it is usually used to refer to an object that is invariant under some transformations including translation, reflection, rotation or scaling.The following Special Issue is dedicated to investigations of the concept of dynamical symmetry in the modelling and analysis of dynamic features occurring in various branches of science like physics, chemistry, biology, and engineering, with special emphasis on research based on the mathematical models of nonlinear partial and ordinary differential equations. Addressed topics cover theories developed and employed under the concept of invariance of the global/local behavior of the points of spacetime, including temporal/spatiotemporal symmetries. ER -