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Displaying 1 – 6 of 6

$r g$ -compact spaces and $r g$ -connected spaces.

Al-Shibani, A.M. (2006)

Mathematica Pannonica

$R_{z}$ -supercontinuous functions

Davinder Singh, Brij Kishore Tyagi, Jeetendra Aggarwal, Jogendra K. Kohli (2015)

Mathematica Bohemica

A new class of functions called “ $R_{z}$ -supercontinuous functions” is introduced. Their basic properties are studied and their place in the hierarchy of strong variants of continuity that already exist in the literature is elaborated. The class of $R_{z}$ -supercontinuous functions properly includes the class of $R_{cl}$ -supercontinuous functions, Tyagi, Kohli, Singh (2013), which in its turn contains the class of $cl$ -supercontinuous ( $\equiv$ clopen continuous) functions, Singh (2007), Reilly, Vamanamurthy (1983), and is...

Displaying 1 – 6 of 6

$r g$ -compact spaces and $r g$ -connected spaces.

$R_{z}$ -supercontinuous functions

Rare $α$ -continuity.

rc-continuous functions and functions with rc-strongly closed graph.

Regular generalized $ω$ -closed sets.

Relations between some topologies

Currently displaying 1 – 6 of 6

Displaying 1 – 6 of 6

r g -compact spaces and r g -connected spaces.

R z -supercontinuous functions

Rare α -continuity.

rc-continuous functions and functions with rc-strongly closed graph.

Regular generalized ω -closed sets.

Relations between some topologies

Currently displaying 1 – 6 of 6

$r g$ -compact spaces and $r g$ -connected spaces.

$R_{z}$ -supercontinuous functions

Rare $α$ -continuity.

Regular generalized $ω$ -closed sets.