Publication detail

Two Models of Fuzzy Probability

KARPÍŠEK, Z. SLAVÍČEK, K. JELÍNEK, P.

Czech title

Dva modely fuzzy pravděpodobnosti

English title

Two Models of Fuzzy Probability

Type

conference paper

Language

en

Original abstract

The paper deals with two methods of a fuzzification of the Borel field of events and too the probability measure. The first approach generalizes the Zadeh definition of a crisp probability of fuzzy event. The second method agrees from the Yager definition of a fuzzy probability of fuzzy event. Obtaining theoretical results can be applied by reason of modeling stochastic phenomena with uncertaint character.

Czech abstract

Článek se zabývá dvěma metodami fuzzifikace borelovského jevového pole a pravděpodobnostní míry. První přístup zobecňuje Zadehovu definici a druhé pojetí vychází z Yagerovy definice. Získané teoretické výsledky mohou být aplikovány při modelování náhodných jevů neurčitého charakteru.

English abstract

The paper deals with two methods of a fuzzification of the Borel field of events and too the probability measure. The first approach generalizes the Zadeh definition of a crisp probability of fuzzy event. The second method agrees from the Yager definition of a fuzzy probability of fuzzy event. Obtaining theoretical results can be applied by reason of modeling stochastic phenomena with uncertaint character.

Keywords in Czech

fuzzy jev, fuzzy pravděpodobnost, Zadehova definice, Yagerova definice

Keywords in English

fuzzy event, fuzzy probability, Zadeh definition, Yager definition

RIV year

2003

Released

01.01.2003

Location

Brno

ISBN

80-214-2411-7

Book

9th International Conference on Soft Computing MENDEL 2003

Edition number

1.

Pages count

6

BIBTEX


@inproceedings{BUT14094,
  author="Zdeněk {Karpíšek} and Karel {Slavíček} and Pavel {Jelínek},
  title="Two Models of Fuzzy Probability",
  booktitle="9th International Conference on Soft Computing MENDEL 2003",
  year="2003",
  month="January",
  address="Brno",
  isbn="80-214-2411-7"
}