Weakly strongly star-Menger spaces

Kumar, Gaurav; Tyagi, B. K.

doi:10.4067/s0719-06462021000200287

Cubo

2021

DOI: 10.4067/s0719-06462021000200287

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Weakly strongly star-Menger spaces

Gaurav Kumar

B. K. Tyagi

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Cited by 3 publications

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H-star-Lindelöf property and weaker versions

Cruz-Castillo,

Ramírez-Páramo,

Tenorio

2024

Topology and its Applications

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H-star-Lindelöf property and weaker versions

Cruz-Castillo,

Ramírez-Páramo,

Tenorio

2024

Topology and its Applications

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Characterizations of weakly star-type Rothberger and Menger properties in hyperspaces

Cruz-Castillo,

Ramírez-Páramo,

Tenorio

2023

Filomat

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In this paper, we introduce the selection principles wSS* 1(??(?),C?(?)), wSS* fin(??(?),C?(?)), wS* 1(??(?),C?(?)) and wS* fin(??(?),C?(?)) to characterize the properties of weakly strong-star Rothberger (Menger) and weakly star-Rothberger (Menger) in the hyperspace (?, ?+ ?), respectively. Furthermore, we introduce the notions H(C?(?)) and Ifin(C?(?),C?(?)) to characterize, respectively, the H-separability and the principle Ufin(D,D), in the same hyperspace.

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On Star Selection Principles Theory

Kočinac

2023

Axioms

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Weakly strongly star-Menger spaces

Cited by 3 publications

References 14 publications

H-star-Lindelöf property and weaker versions

H-star-Lindelöf property and weaker versions

Characterizations of weakly star-type Rothberger and Menger properties in hyperspaces

On Star Selection Principles Theory

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