Fangfang Chen

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Common Coauthors
Coauthor Papers Together
Fangyue Chen 3
Weifeng Jin 3
Lin Chen 2
Guanrong Chen 2
Bin Yu 1
Lin Chen 1
Bin Yu 1
Commonly Cited References
Action Title Year Authors # of times referenced
+ On Li-Yorke pairs 2002 F. Blanchard
Eli Glasner
S. F. Kolyada
Alejandro Maass
2
+ EXTENDING CHUA'S GLOBAL EQUIVALENCE THEOREM ON WOLFRAM'S NEW KIND OF SCIENCE 2007 Junbiao Guan
Shaowei Shen
Changbing Tang
Fangyue Chen
2
+ Symbolic Dynamics: One-sided, Two-sided and Countable State Markov Shifts 1997 Bruce Kitchens
2
+ Chaos caused by a topologically mixing map 1991 Jincheng Xiong
Zhongguo Yang
2
+ Endomorphisms and automorphisms of the shift dynamical system 1969 Gustav A. Hedlund
2
+ Synchronization and chaos 1983 Y. Tang
A.I. Mees
Leon O. Chua
2
+ The homotopy class of non-singular Morse-Smale vector fields on 3-manifolds 1985 Koichi Yano
1
+ Primitive links of non-singular Morse-Smale flows on the special Seifert fibered manifolds 1985 Tsuyoshi Kobayashi
1
+ Wavelengths distribution of chaotic travelling waves in some cellular automata 2001 M. Courbage
S. Yasmineh
1
+ A NONLINEAR DYNAMICS PERSPECTIVE OF WOLFRAM'S NEW KIND OF SCIENCE PART III: PREDICTING THE UNPREDICTABLE 2004 Leon O. Chua
Valeriy I. Sbitnev
Sook Yoon
1
+ Non-singular Morse–Smale flows on 3-dimensional manifolds 1979 John W. Morgan
1
+ PDF Chat Closed orbits of non-singular Morse-Smale flows on S3 1989 Masaaki Wada
1
+ The topological entropy of cellular automata is uncomputable 1992 Lyman P. Hurd
Jarkko Kari
Karel ÄŚulĂ­k
1
+ PDF Chat NMS Flows on S 3 with no Heteroclinic Trajectories Connecting Saddle Orbits 2012 B. Campos
P. Vindel
1
+ Building Non Singular Morse-Smale Flows on 3-Dimensional Lens Spaces 2014 B. Campos
P. Vindel
1
+ Homotopy of Non-Singular Vector Fields to Structurally Stable Ones 1975 Daniel Asimov
1
+ Chaotic Properties of the Elementary Cellular Automaton Rule 40 in Wolfram's Class I 2007 Fumio Ohi
1
+ PDF Chat Behavior $0$ nonsingular Morse Smale flows on $S^3$ 2015 Bin Yu
1
+ PDF Chat The templates of non-singular Smale flows on three manifolds 2011 Bin Yu
1
+ Fat Handles and Phase Portraits of Non Singular Morse-Smale Flows on S<sup>3</sup> with Unknotted Saddle Orbits 2014 B. Campos
P. Vindel
1
+ PDF Chat Homeomorphisms of 3-manifolds and the realization of Nielsen number 2001 Boju Jiang
Shicheng Wang
Ying-Qing Wu
1
+ PDF Chat Non-singular Morse–Smale flows on n-manifolds with attractor–repeller dynamics 2022 O. V. Pochinka
Danila Denisovich Shubin
1
+ On the Classification of Flows on 2-Manifolds††AMS (MOS) 1970 SUBJECT CLASSIFICATION: 58F99. 1973 M. M. Peixoto
1
+ PDF Chat Differentiable dynamical systems 1967 Stephen T. Smale
1
+ A NONLINEAR DYNAMICS PERSPECTIVE OF WOLFRAM'S NEW KIND OF SCIENCE PART IX: QUASI-ERGODICITY 2008 Leon O. Chua
Giovanni E. Pazienza
László Orzó
Valeriy I. Sbitnev
JINWOOK SHIN
1
+ The topological entropy of nth iteration of an additive cellular automata 2005 Hasan Akın
1
+ Additive one-dimensional cellular automata are chaotic according to Devaney's definition of chaos 1997 Paola Favati
G. Lotti
Luciano Margara
1
+ Universality and complexity in cellular automata 1984 Stephen Wolfram
1
+ Nonsingular smale flows on S3 1985 John Franks
1