Pushpa Publishing House

Journal Menu

Content

Volume 29 (2024)

Volume 28 (2023)

Volume 27 (2022)

Volume 26 (2021)

Volume 25 (2020)

Volume 24 (2019)

Volume 23 (2018)

Volume 22 (2017)

Volume 21 (2016)

Volume 20 (2015)

Volume 19 (2015)

Volume 18 (2014)

Volume 17 (2014)

Volume 16 (2013)

Volume 15 (2013)

Volume 14 (2013)

Volume 13 (2012)

	Volume 13, Issue 2 Pg 77 - 142 (December 2012)
	Volume 13, Issue 1 Pg 1 - 75 (October 2012)

Volume 12 (2012)

Volume 11 (2012)

Volume 10 (2011)

Volume 9 (2011)

Volume 8 (2011)

Volume 7 (2010)

Volume 6 (2010)

Volume 5 (2010)

Volume 4 (2009)

Volume 3 (2008)

Volume 2 (2007)

Volume 1 (2006)

Advances in Fuzzy Sets and Systems

Advances in Fuzzy Sets and Systems
Volume 13, Issue 2, Pages 115 - 125 (December 2012)

ON VARIETIES OF FUZZY LANGUAGES WHOSE SYNTACTIC MONOID HAS COMMUTING IDEMPOTENTS

V. P. Archana

Abstract:

Here we describe the fuzzy languages corresponding to the bands and monoids with commuting idempotents. We also provide Eilenberg variety theorem for the above class of fuzzy languages.

Keywords and phrases:

idempotent fuzzy language, commuting idempotent fuzzy language.

Number of Downloads: 307 | Number of Views: 923

Previous Next

P-ISSN: 0973-421X

Journal Stats

Publication count: 291

Citation count (Google Scholar): 1223

h10-index (Google Scholar): 30

h-index (Google Scholar): 16

Downloads : 88021

Views: 250205

Downloads/publish articles: 302.48

Citations (Google Scholar)/publish articles: 4.2