2009•Journal of Anhui UniversityRequires access

The further discussion of O_s-δ connectedness in L-topological spaces

Wang Yan-jun

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Abstract

The properties of Os-δ connectedness were dicussed furtherly in L-topological spaces.It was proved that Os-δ connectedness was δ-weak homeomorphism.Especially,Os-δ connectedness was L-good extension when maximum 1 of L was molecular.Meanwhile,FanJi theorem of Os-δ connectedness was given.Therefore,the theories of Os-δ connectedness were enriched.

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The properties of Os-δ connectedness were dicussed furtherly in L-topological spaces.It was proved that Os-δ connectedness was δ-weak homeomorphism.Especially,Os-δ connectedness was L-good extension when maximum 1 of L was molecular.Meanwhile,FanJi theorem of Os-δ connectedness was given.Therefore,the theories of Os-δ connectedness were enriched.

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Available abstract

The properties of Os-δ connectedness were dicussed furtherly in L-topological spaces.It was proved that Os-δ connectedness was δ-weak homeomorphism.Especially,Os-δ connectedness was L-good extension when maximum 1 of L was molecular.Meanwhile,FanJi theorem of Os-δ connectedness was given.Therefore,the theories of Os-δ connectedness were enriched.

Key concepts: Social connectedness, Homeomorphism (graph theory), Topological space, Mathematics, Topology (electrical circuits), Combinatorics, Pure mathematics, Discrete mathematics

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