Fuzzy plane geometry I: Points and lines
- Published in 1997
- Added on
In the collections
We introduce a comprehensive study of fuzzy geometry in this paper by first defining a fuzzy point and a fuzzy line in fuzzy plane geometry. We consider the fuzzy distance between fuzzy points and show it is a (weak) fuzzy metric. We study various definitions of a fuzzy line, develop their basic properties, and investigate parallel fuzzy lines.
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Other information
- key
- FuzzyGeometry
- type
- article
- date_added
- 2016-06-17
- date_published
- 1997-09-26
BibTeX entry
@article{FuzzyGeometry,
key = {FuzzyGeometry},
type = {article},
title = {Fuzzy plane geometry I: Points and lines },
author = {J.J. Buckley and E. Aslami},
abstract = {We introduce a comprehensive study of fuzzy geometry in this paper by first defining a fuzzy point and a fuzzy line
in fuzzy plane geometry. We consider the fuzzy distance between fuzzy points and show it is a (weak) fuzzy metric.
We study various definitions of a fuzzy line, develop their basic properties, and investigate parallel fuzzy lines. },
comment = {},
date_added = {2016-06-17},
date_published = {1997-09-26},
urls = {https://www.sciencedirect.com/science/article/abs/pii/0165011495003428},
collections = {geometry,probability-and-statistics},
url = {https://www.sciencedirect.com/science/article/abs/pii/0165011495003428},
urldate = {2016-06-17},
year = 1997
}