On bitopological -semi-generalised continuous maps.

Ravi, O.; Thivagar, M.Lellis

Displaying similar documents to “On bitopological ${(1, 2)}^{*}$ -semi-generalised continuous maps.”

$γ$ - $(α, β)$ -semi open sets and some new generalized separation axioms.

Rosas, Ennis, Carpintero, Carlos, Sanabria, José (2007)

Bulletin of the Malaysian Mathematical Sciences Society. Second Series

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A note on bi-contra-continuous maps.

Caldas, M., Thivagar, M.Lellis, Rajeswari, R.Raja (2008)

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On strongly precontinuous functions.

Zorlutuna, I., Noiri, T., Küçük, M. (2008)

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On approximately semiopen maps in topological spaces.

Caldas, Miguel, Saraf, Ratnesh K. (2006)

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More on generalized homeomorphisms in topological spaces.

Caldas, Miguel (2001)

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Al-Omari, Ahmad, Noorani, Mohd.Salmi Md. (2009)

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Caldas Cueva, Miguel, Saraf, Ratnesh Kumar (2000)

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Left and right semi-uninorms on a complete lattice

Yong Su, Zhudeng Wang, Keming Tang (2013)

Kybernetika

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Uninorms are important generalizations of triangular norms and conorms, with a neutral element lying anywhere in the unit interval, and left (right) semi-uninorms are non-commutative and non-associative extensions of uninorms. In this paper, we firstly introduce the concepts of left and right semi-uninorms on a complete lattice and illustrate these notions by means of some examples. Then, we lay bare the formulas for calculating the upper and lower approximation left (right) semi-uninorms...

Relations between some topologies

T. Hatice Yalvac (2007)

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Contra-pre-semi-continuous functions.

Veera Kumar, M.K.R.S. (2005)

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Displaying similar documents to “On bitopological ( 1 , 2 ) * -semi-generalised continuous maps.”

Displaying similar documents to “On bitopological ${(1, 2)}^{*}$ -semi-generalised continuous maps.”