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2012•European Journal of Pure and Applied MathematicsOpen access

On Characterizations of New Separation Axioms and Topological Properties

S. Pious Missier, M. J. Jeyanthi, Adem Kılıçman

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Abstract

In this paper, we introduce new separations axioms $\Lambda_{r}$-$R_{0}$, $\Lambda_{r}$-$R_{1}$ and $\Lambda_{r}$-$D_{k}$, and study their properties.

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In this paper, we introduce new separations axioms $\Lambda_{r}$-$R_{0}$, $\Lambda_{r}$-$R_{1}$ and $\Lambda_{r}$-$D_{k}$, and study their properties.

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Available abstract

In this paper, we introduce new separations axioms $\Lambda_{r}$-$R_{0}$, $\Lambda_{r}$-$R_{1}$ and $\Lambda_{r}$-$D_{k}$, and study their properties.

Key concepts: Mathematics, Separation axiom, Separation (statistics), Topological space, Axiom, Topology (electrical circuits), Discrete mathematics, Pure mathematics

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