An example of one-sided, d-chaotic ca over four elementary alphabet, which is not e-chaotic and not injective

Wit ForýS; Janusz Matyja

An example of one-sided, d-chaotic ca over four elementary alphabet, which is not e-chaotic and not injective

Wit ForýS
, Janusz Matyja

Katedra Ekonomii i Informatyki (ROZ/ROZ1)

Jagiellonian University in Kraków

Wyniki badań: Wkład do czasopisma › Artykuł › recenzja

10 Cytowania z bazy Scopus

Abstrakt

In the paper we present a construction of a one-sided cellular automaton over four elementary alphabet with radius 1 and prove that it is chaotic in the Devaney sense, has a positive topological entropy equal to log2 > 0 and it is not E-chaotic and not injective.

Język oryginału	angielski
Strony (od–do)	231-243
Liczba stron	13
Czasopismo	Journal of Cellular Automata
Tom	6
Numer wydania	2-3
Status publikacji	Opublikowano - 2011

Obszary tematyczne ASJC Scopus

Inżynieria sterowania i systemów
Informatyka ogólna

Inne pliki i linki

Link do publikacji w Scopus

Cytowanie

@article{071985af376d490299538b1adfbbeaad,

title = "An example of one-sided, d-chaotic ca over four elementary alphabet, which is not e-chaotic and not injective",

abstract = "In the paper we present a construction of a one-sided cellular automaton over four elementary alphabet with radius 1 and prove that it is chaotic in the Devaney sense, has a positive topological entropy equal to log2 > 0 and it is not E-chaotic and not injective.",

keywords = "D-chaotic, E-chaotic, One sided cellular automata, Transitive",

author = "Wit For{\'y}S and Janusz Matyja",

year = "2011",

language = "English",

volume = "6",

pages = "231--243",

journal = "Journal of Cellular Automata",

issn = "1557-5969",

publisher = "Old City Publishing",

number = "2-3",

}

TY - JOUR

T1 - An example of one-sided, d-chaotic ca over four elementary alphabet, which is not e-chaotic and not injective

AU - ForýS, Wit

AU - Matyja, Janusz

PY - 2011

Y1 - 2011

N2 - In the paper we present a construction of a one-sided cellular automaton over four elementary alphabet with radius 1 and prove that it is chaotic in the Devaney sense, has a positive topological entropy equal to log2 > 0 and it is not E-chaotic and not injective.

AB - In the paper we present a construction of a one-sided cellular automaton over four elementary alphabet with radius 1 and prove that it is chaotic in the Devaney sense, has a positive topological entropy equal to log2 > 0 and it is not E-chaotic and not injective.

KW - D-chaotic

KW - E-chaotic

KW - One sided cellular automata

KW - Transitive

UR - https://www.scopus.com/pages/publications/78149266373

M3 - Article

AN - SCOPUS:78149266373

SN - 1557-5969

VL - 6

SP - 231

EP - 243

JO - Journal of Cellular Automata

JF - Journal of Cellular Automata

IS - 2-3

ER -

An example of one-sided, d-chaotic ca over four elementary alphabet, which is not e-chaotic and not injective

Abstrakt

Obszary tematyczne ASJC Scopus

Inne pliki i linki

Fingerprint

Cytowanie