- The
Zaslavskii map is a discrete-time
dynamical system introduced by
George M. Zaslavsky. It is an
example of a
dynamical system that
exhibits chaotic...
-
Trechus zaslavskii is a
species of
ground beetle in the
subfamily Trechinae. It was
described by
Jeannel in 1962. "Trechus
zaslavskii Jeannel, 1962"....
-
Zaslavsky Uyezd (Заславский уезд) was one of the
subdivisions of the
Volhynian Governorate of the
Russian Empire. It was
situated in the
southern part...
-
Tilings Encyclopedia.
Department of Mathematics,
University of Bielefeld.
Zaslavskiĭ et al. 1988;
Makovicky 1992 Prange,
Sebastian R.;
Peter J. Lu (1 September...
- Kaplan–Yorke map Langton's ant
Logistic map
Standard map Tent map
Tinkerbell map
Zaslavskii map
Continuous Double scroll attractor Duffing equation Lorenz system...
- Kaplan–Yorke map Langton's ant
Logistic map
Standard map Tent map
Tinkerbell map
Zaslavskii map
Continuous Double scroll attractor Duffing equation Lorenz system...
- real 3 10
WINDMI chaotic attractor continuous real 1 2
Zaslavskii map
discrete real 2 4
Zaslavskii rotation map Zeraoulia-Sprott map
discrete real 2 2 Chialvo...
- Zaslavsky, Zaslavski,
Zaslavskii,
Zaslavskiy (Ukrainian: Заславський) or Zasławski (Polish) is a
masculine surname of
Polish origin. The
feminine counterpart...
- of "their country," the
Soviet Union. However, on 10
August 1989 I. M.
Zaslavskii, a
deputy to the
Moldavian Supreme Soviet and
resident of the Transnistrian...
- 1917.com,
accessed 10
March 2022 (in Russian) U. G. Korgunyuk, S. E.
Zaslavskii. Глава 5. Коммунистическое движение (Chapter 5:
communist movement) The...
