TY - BOOK ID - 146341789 TI - Bifurcation and Chaos in Fractional-Order Systems AU - Danca, Marius-F. AU - Chen, Guanrong PY - 2021 PB - Basel, Switzerland MDPI - Multidisciplinary Digital Publishing Institute DB - UniCat KW - History of engineering & technology KW - Puu system of fractional order KW - Caputo-like delta difference KW - impulsive control KW - chaos suppression KW - Fractional dynamics KW - Power law behavior KW - Complex systems KW - Soccer KW - fraction-order memristor KW - device property KW - serial and parallel KW - Dynamical analysis KW - wind speed forecasting KW - fractional Levy stable motion KW - long-range dependence KW - Lyapunov exponent KW - discrete fractional systems KW - chaotic systems KW - closed curve fixed points KW - symmetry KW - 0–1 test KW - bifurcation diagram KW - Lyapunov exponents KW - chaos KW - coexisting attractors KW - hidden attractors KW - caputo fractional derivative KW - bessel functions KW - collocation method KW - multi-order fractional differential equations KW - Puu system of fractional order KW - Caputo-like delta difference KW - impulsive control KW - chaos suppression KW - Fractional dynamics KW - Power law behavior KW - Complex systems KW - Soccer KW - fraction-order memristor KW - device property KW - serial and parallel KW - Dynamical analysis KW - wind speed forecasting KW - fractional Levy stable motion KW - long-range dependence KW - Lyapunov exponent KW - discrete fractional systems KW - chaotic systems KW - closed curve fixed points KW - symmetry KW - 0–1 test KW - bifurcation diagram KW - Lyapunov exponents KW - chaos KW - coexisting attractors KW - hidden attractors KW - caputo fractional derivative KW - bessel functions KW - collocation method KW - multi-order fractional differential equations UR - https://www.unicat.be/uniCat?func=search&query=sysid:146341789 AB - This book presents a collection of seven technical papers on fractional-order complex systems, especially chaotic systems with hidden attractors and symmetries, in the research front of the field, which will be beneficial for scientific researchers, graduate students, and technical professionals to study and apply. It is also suitable for teaching lectures and for seminars to use as a reference on related topics. ER -