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On stronger forms of Devaney chaos [PDF]
arXivWe define and study stronger forms of Devaney chaos and name it as $\mathscr{F}-$Devaney chaos, where $\mathscr{F}$ is a family of subsets of $\mathbb{N}$. Examples of maps which is $\mathscr{F}_t-$Devaney chaotic but not $\mathscr{F}_{cf}-$Devaney chaotic, $\mathscr{F}_s-$Devaney chaotic but neither $\mathscr{F}_t-$Devaney chaotic nor $\mathscr{F}_{cf}
arxiv
Public Health Planning for War Needs: Order or Chaos?
, 1942 Frances Sullivan, Milton Rose
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Chaos, Strange Attractors, and Weather [PDF]
, 1989 Anastasios A. Tsonis, James B. Elsner
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Het Bijbelse Scheppingsverhaal en de Natuurwetenschap III: De Chaos begrensd
, 1959 A. A. Manten
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A New Scheme of Spatio-Temporal Chaos Created by the Interaction between the Phase Waves and the Topoligical Defects [PDF]
, 1989 Satoru Nasuno, Yasuji Sawada
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Chaos in Nonlinear Difference Equations. I: Qualitative Study of (Formal) Chaos [PDF]
, 1980 Y. Oono, Motosige Osikawa
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Chaos via a piecewise-linear switched-capacitor circuit [PDF]
, 1987 Á. Rodríguez‐Vázquez +3 more
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