Publication detail

Graded many-valued resolution with aggregation

HLINĚNÁ, D. VOJTÁŠ, P.

Original Title

Graded many-valued resolution with aggregation

Czech Title

Vícehodnotová rezoluce s agregací

English Title

Graded many-valued resolution with aggregation

Type

journal article

Language

en

Original Abstract

The aim of this paper is to give a sound resolution deduction rule in many-valued logic with truth range [0,1], and with arbitrary connectives and graded information.

Czech abstract

Cílem tohoto příspěvku je vysvětlit rezoluční usuzovací pravidlo ve vícehodnotové logice s oborem pravdivostních hodnot z intervalu [0,1].

English abstract

The aim of this paper is to give a sound resolution deduction rule in many-valued logic with truth range [0,1], and with arbitrary connectives and graded information.

Keywords

Aggregation operators, Triangular norms, Additive generators, Residual coimplicators, Many-valued resolution

Released

01.01.2005

Pages from

157

Pages to

168

Pages count

12

URL

BibTex


@article{BUT42819,
  author="Dana {Hliněná} and Peter {Vojtáš}",
  title="Graded many-valued resolution with aggregation",
  annote="The aim of this paper is to give a sound resolution deduction rule in many-valued logic with truth range [0,1], and with arbitrary connectives and graded information.",
  chapter="42819",
  journal="Fuzzy Sets and Systems",
  number="143",
  volume="2004",
  year="2005",
  month="january",
  pages="157",
  type="journal article"
}