Browse > Article
http://dx.doi.org/10.14317/jami.2014.203

SOMEWHAT FUZZY γ-IRRESOLUTE CONTINUOUS MAPPINGS  

Im, Young Bin (Faculty of General Education, Dongguk University)
Lee, Joo Sung (Department of Mathematics, Dongguk University)
Cho, Yung Duk (Faculty of General Education, Dongguk University)
Publication Information
Journal of applied mathematics & informatics / v.32, no.1_2, 2014 , pp. 203-209 More about this Journal
Abstract
We define and characterize a somewhat fuzzy ${\gamma}$-irresolute continuous mapping and a somewhat fuzzy irresolute ${\gamma}$-open mapping on a fuzzy topological space.
Keywords
somewhat fuzzy ${\gamma}$-irresolute continuous mapping; somewhat fuzzy irresolute ${\gamma}$-open mapping;
Citations & Related Records
Times Cited By KSCI : 3  (Citation Analysis)
연도 인용수 순위
1 K. K. Azad, On fuzzy semicontinuity, fuzzy almost continuity and fuzzy weakly continuity, J. Math. Anal. Appl. 82 (1981), 14-32.   DOI
2 I. M. Hanafy, ${\gamma}-open$ sets and fuzzy $\gamma$-continuity, J. Fuzzy Math. 7 (1999), 419-430.
3 Y. B. Im, Fuzzy ${\gamma}-open$ sets and $\gamma$-irresolute open mappings, Far East J. Math. Sci. 21 (2006), 259-267.
4 Y. B. Im, J. S. Lee and Y. D. Cho, Somewhat fuzzy precontinuous mappings, J. Appl. Math. & Informatics 30 (2012), 685-691.
5 Y. B. Im, J. S. Lee and Y. D. Cho, Somewhat fuzzy pre-irresolute continuous mappings, J. Appl. Math. & Informatics. 30 (2012), 1077-1084.
6 Y. B. Im, J. S. Lee and Y. D. Cho, Somewhat fuzzy irresolute continuous mappings, Int. J. Fuzzy Logic and Intelligent Systems, 12 (2012), 319-323.   DOI   ScienceOn
7 Y. B. Im, J. S. Lee and Y. D. Cho, Somewhat fuzzy ${\alpha}$-irresolute continuous mappings, Far East J. Math. Sci. 70 (2012), 145-155.
8 Y. B. Im, E. P. Lee and S. W. Park Fuzzy $\gamma$-irresolute mappings on fuzzy topological spaces, J. Fuzzy Math. 14 (2006), 605-612.
9 G. Thangaraj and V. Seenivasan, On somewhat fuzzy $\gamma$-continuous functions, J. Fuzzy Math. 19 (2011), 341-352.
10 G. Thangaraj and V. Seenivasan, On somewhat fuzzy continuous functions, J. Fuzzy Math. 11 (2003), 725-736.
11 G. Thangaraj and V. Seenivasan, On somewhat fuzzy semicontinuous functions, Kyber-netika 137 (2001), 165-170.