MA Bao-guo
Abstract
The properties of α-p connectedness in L-topological spaces are studied.By using p-continuous generalized Zadeh function,combined with p-strongly homeomorphism and continuous order homomorphism,the conclusions of L-fuzzy α-p connectedness is preserved on p-weak homeomorphism and finite product and L-good extension are proved.
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The properties of α-p connectedness in L-topological spaces are studied.By using p-continuous generalized Zadeh function,combined with p-strongly homeomorphism and continuous order homomorphism,the conclusions of L-fuzzy α-p connectedness is preserved on p-weak homeomorphism and finite product and L-good extension are proved.
Key concepts: Homeomorphism (graph theory), Social connectedness, Homomorphism, Mathematics, Topological space, Pure mathematics, Product (mathematics), Extension (predicate logic)