Publication detail

Infinite multiautomata with phase hypergroups of various operators Infinite multiautomata with phase hypergroups of various operators

CHVALINA, J.

Original Title

Infinite multiautomata with phase hypergroups of various operators Infinite multiautomata with phase hypergroups of various operators

English Title

Infinite multiautomata with phase hypergroups of various operators Infinite multiautomata with phase hypergroups of various operators

Type

conference paper

Language

en

Original Abstract

Automata were considered as systems that can be used for the transmission of informations of a certain type. Recently, so called multiautomata were studied on a base of algebraic hyperstructure theory. This contribution is devoted to this topics where the classical transition condition is substituted by the Generalized Mixed Associativity Condition.

English abstract

Automata were considered as systems that can be used for the transmission of informations of a certain type. Recently, so called multiautomata were studied on a base of algebraic hyperstructure theory. This contribution is devoted to this topics where the classical transition condition is substituted by the Generalized Mixed Associativity Condition.

Keywords

Hypergroup, join space, linear differential operator, action of hyper-group, multiautomaton.

RIV year

2010

Released

01.01.2010

Publisher

JČMF

Location

Brno

ISBN

978-80-7231-688-5

Book

The 10th International Congres Algebraic Hyperstuctures and Applications (AHA 2008(, Proceedings

Pages from

57

Pages to

69

Pages count

12

Documents

BibTex


@inproceedings{BUT36442,
  author="Jan {Chvalina}",
  title="Infinite multiautomata with phase hypergroups of various operators Infinite multiautomata with phase hypergroups of various operators",
  annote="Automata were considered as systems that can be used for the transmission of informations of a certain type. Recently, so called multiautomata were studied on a base of algebraic hyperstructure theory. This contribution is devoted to this topics where the classical transition condition is substituted  by the Generalized Mixed Associativity Condition.",
  address="JČMF",
  booktitle="The 10th International Congres Algebraic Hyperstuctures and Applications (AHA 2008(, Proceedings",
  chapter="36442",
  howpublished="online",
  institution="JČMF",
  year="2010",
  month="january",
  pages="57--69",
  publisher="JČMF",
  type="conference paper"
}