Resumen

SANABRIA, José; ROSAS, Ennis  y  CARPINTERO, Carlos. Una generalización de Λ_s-conjuntos y V_s-conjuntos mediante operadores asociados a una topología y funciones asociadas. Rev.colomb.mat. [online]. 2006, vol.40, n.2, pp.87-103. ISSN 0034-7426.

In this work the notions of (α, β)-semi-kernel and the (α, β)-semi-cokernel of a subset A C X are defined, by utilizing the (α, β)-semiopen sets described in [12]. Also using such sets, we introduce and study new classes of sets called: (α, β)-Λ_s-set, (α, β)-V_s-set, (α, β)-g.Λ_s-set and (α, β)-g.V_s-set, Using these notions, we characterize the (α, β)-semi T₁ and (α, β)-semi T_1/2 spaces studied in [12]. Also using such sets and the notion of associated operator on a topology, we introduce and study a new class of functions that generalize the functions g.Λ_s-irresolute and g.Λ_s-open, see [2] and [3]

Palabras clave : (α, β)-V_s-conjunto; (α, β)-g._s-conjunto; funciones g._s-abiertas.

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