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Jun Jiang, J.-X Xu (1996)
AN ITERATIVE METHOD OF POINT MAPPING UNDER CELL REFERENCE FOR THE GLOBAL ANALYSIS OF NON-LINEAR DYNAMICAL SYSTEMSJournal of Sound and Vibration, 194
L. Hong, Jianxue Xu (1999)
Crises and chaotic transients studied by the generalized cell mapping digraph methodPhysics Letters A, 262
C. Hsu (1987)
Cell-to-Cell Mapping
C. Hsu (1995)
GLOBAL ANALYSIS OF DYNAMICAL SYSTEMS USING POSETS AND DIGRAPHSInternational Journal of Bifurcation and Chaos, 05
C. Grebogi, E. Ott, J. Yorke (1982)
CHAOTIC ATTRACTORS IN CRISISPhysical Review Letters, 48
D. Jungnickel (1980)
Graphs, Networks, and Algorithms
C. Hsu (1992)
GLOBAL ANALYSIS BY CELL MAPPINGInternational Journal of Bifurcation and Chaos, 02
Angelo Margaris (1978)
Rasiowa Helena. Introduction to modern mathematics . English translation of Wstęp do matematyki współczesnej by Wojtasiewicz Olgierd. North-Holland Publishing Company, Amsterdam and London, and American Elsevier Publishing Company, Inc., New York, 1973, xii + 339 pp.Journal of Symbolic Logic, 43
H. Rasiowa (2014)
Introduction to Modern Mathematics
Yushu Chen, A. Leung (1998)
Bifurcation and Chaos in Engineering
C. Hsu, B. Tongue (1987)
Cell-To-Cell Mapping A Method of Global Analysis for Nonlinear Systems
J. Mott, A. Kandel, T. Baker (1986)
Discrete Mathematics for Computer Scientists and Mathematicians
Jun Jiang, Jianxue Xu (1994)
A method of point mapping under cell reference for global analysis of nonlinear dynamical systemsPhysics Letters A, 188
Lai, Grebogi (1994)
Crisis and enhancement of chaotic scattering.Physical review. E, Statistical physics, plasmas, fluids, and related interdisciplinary topics, 49 5
[By comparison with calculation methods built upon the specificity of the restoring force of the SD oscillator, which suggests either a triple linearization, a semi-analytical method, or an analytical method using elliptic functions, the cell mapping method is general for the investigation of any nonlinear dynamical system.]
Published: Sep 28, 2016
Keywords: Transitive Closure; Periodic Attractor; Topological Sorting; Transient Cell; Acyclic Digraph
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