Standard

Distance between objects described by predicate formulas. / Kosovskaya, T.

International Book Series. Information Science and Computing. Book 25. Mathematics of Distances and Applications.. ITHEA – Publisher, 2012. стр. 153 – 159.

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Harvard

Kosovskaya, T 2012, Distance between objects described by predicate formulas. в International Book Series. Information Science and Computing. Book 25. Mathematics of Distances and Applications.. ITHEA – Publisher, стр. 153 – 159.

APA

Kosovskaya, T. (2012). Distance between objects described by predicate formulas. в International Book Series. Information Science and Computing. Book 25. Mathematics of Distances and Applications. (стр. 153 – 159). ITHEA – Publisher.

Vancouver

Kosovskaya T. Distance between objects described by predicate formulas. в International Book Series. Information Science and Computing. Book 25. Mathematics of Distances and Applications.. ITHEA – Publisher. 2012. стр. 153 – 159

Author

Kosovskaya, T. / Distance between objects described by predicate formulas. International Book Series. Information Science and Computing. Book 25. Mathematics of Distances and Applications.. ITHEA – Publisher, 2012. стр. 153 – 159

BibTeX

@inbook{6baa241947784d768cdea9856c07af7d,
title = "Distance between objects described by predicate formulas",
abstract = "Abstract: Functions defining a distance and a distinguish degree between objects described by predicate formulas are introduced. It is proved that the introduced function of distance satisfies all properties of a distance. The function of objects distinguish degree adequately reflects similarity of objects but does not define a distance because the triangle inequality is not fulfilled for it. The calculation of the introduced functions is based on the notion of partial deduction of a predicate formula.",
keywords = "artificial intelligence, pattern recognition, distance between objects, predicate calculus.",
author = "T. Kosovskaya",
year = "2012",
language = "English",
isbn = "978-954-16-0063-4 (printed); 978-954-16-0064-1 (online)",
pages = "153 – 159",
booktitle = "International Book Series. Information Science and Computing. Book 25. Mathematics of Distances and Applications.",
publisher = "ITHEA – Publisher",
address = "Bulgaria",

}

RIS

TY - CHAP

T1 - Distance between objects described by predicate formulas

AU - Kosovskaya, T.

PY - 2012

Y1 - 2012

N2 - Abstract: Functions defining a distance and a distinguish degree between objects described by predicate formulas are introduced. It is proved that the introduced function of distance satisfies all properties of a distance. The function of objects distinguish degree adequately reflects similarity of objects but does not define a distance because the triangle inequality is not fulfilled for it. The calculation of the introduced functions is based on the notion of partial deduction of a predicate formula.

AB - Abstract: Functions defining a distance and a distinguish degree between objects described by predicate formulas are introduced. It is proved that the introduced function of distance satisfies all properties of a distance. The function of objects distinguish degree adequately reflects similarity of objects but does not define a distance because the triangle inequality is not fulfilled for it. The calculation of the introduced functions is based on the notion of partial deduction of a predicate formula.

KW - artificial intelligence

KW - pattern recognition

KW - distance between objects

KW - predicate calculus.

M3 - Article in an anthology

SN - 978-954-16-0063-4 (printed); 978-954-16-0064-1 (online)

SP - 153

EP - 159

BT - International Book Series. Information Science and Computing. Book 25. Mathematics of Distances and Applications.

PB - ITHEA – Publisher

ER -

ID: 4624724