Article
Properties of strong and complete Intuitionistic Fuzzy $k$-partite Hypergraphs
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Abstract
A $k$-partite hypergraph is a hypergraph whose vertices can be partitioned into $k$ different independent sets. In this paper, operations on intuitionistic fuzzy $k$-partite hypergraph(IF$k$-PHG) are discussed and some properties were derived. The operations like union, intersection, join, structural subtraction, ringsum, product, cartesian product, composition and complement were discussed.
Keywords
Intuitionistic fuzzy $k$-partite hypergraph, Properties, Operations
Citation
Myithili, K. K. & Keerthika, R. (2020). Properties of strong and complete intuitionistic fuzzy $k$-partite hypergraphs. Turkish Journal of Computer and Mathematics Education, 11(2), 784–791.
K. K. Myithili and R. Keerthika, “Properties of strong and complete intuitionistic fuzzy $k$-partite hypergraphs,” Turkish Journal of Computer and Mathematics Education, vol. 11, no. 2, pp. 784–791, 2020.
Myithili KK, Keerthika R. Properties of strong and complete intuitionistic fuzzy $k$-partite hypergraphs. Turkish Journal of Computer and Mathematics Education. 2020;11(2):784–791.
Myithili, K. K. and Keerthika, R. (2020), ‘Properties of strong and complete intuitionistic fuzzy $k$-partite hypergraphs’, Turkish Journal of Computer and Mathematics Education, 11(2), pp. 784–791.
Myithili, K. K., and R. Keerthika. “Properties of Strong and Complete Intuitionistic Fuzzy $k$-partite Hypergraphs.” Turkish Journal of Computer and Mathematics Education, vol. 11, no. 2, 2020, pp. 784–791.
Myithili, K. K., and R. Keerthika. “Properties of Strong and Complete Intuitionistic Fuzzy $k$-partite Hypergraphs.” Turkish Journal of Computer and Mathematics Education 11, no. 2 (2020): 784–791.
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Published by: Engineering Journals
