Graphs Based on Hoop Algebras
AbstractIn this paper, we investigate the graph structures on hoop algebras. First, by using the quasi-filters and r-prime (one-prime) filters, we construct an implicative graph and show that it is connected and under which conditions it is a star or tree. By using zero divisor elements, we construct a productive graph and prove that it is connected and both complete and a tree under some conditions. View Full-Text
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Kologani, M.A.; Borzooei, R.A.; Kim, H.S. Graphs Based on Hoop Algebras. Mathematics 2019, 7, 362.
Kologani MA, Borzooei RA, Kim HS. Graphs Based on Hoop Algebras. Mathematics. 2019; 7(4):362.Chicago/Turabian Style
Kologani, Mona A.; Borzooei, Rajab A.; Kim, Hee S. 2019. "Graphs Based on Hoop Algebras." Mathematics 7, no. 4: 362.
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