New Structures of Continuous Functions

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B.R. Pattanashetti
P.G. Patil


         Continuous functions are novel concepts in topology. Many topologists contributed to the theory of continuous functions in topology. The present authors continued the study on continuous functions by utilizing the concept of gpα-closed sets in topology and introduced the concepts of weakly, subweakly and almost continuous functions. Further, the properties of these functions are established.


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Pattanashetti B, Patil P. New Structures of Continuous Functions. Baghdad Sci.J [Internet]. 2023 Mar. 1 [cited 2023 May 28];20(1(SI):0268. Available from:


Levine N. A decomposition of continuity in topological spaces. Am Math Mon. 1961; 68(1): 44-46.

Noiri T. Between Continuity and Weak Continuity. Bull Un Mat Ital. 1974; 9(4): 647-654.

Mershkhan SM. Almost Pp-continuous functions. New Trend Math Sci. 2019; 4(7): 413-420.

Praveen P, Patil PG. Generalized pre α-closed sets in topological spaces. J New Theory. 2018; 20: 48-56.

Patil PG, Pattanashetti BR. gpα-Kuratowski closure operators in topological space. Ratio Mathematica. 2021; 40: 139-149.

Mohammedali MN. Fuzzy Real Pre-Hilbert Space and Some of Their Properties. Baghdad Sci J. 2022; 19(2): 315-320.

Matar SF, Hijab AA. Some Properties of Fuzzy Neutrosophic Generalized Semi Continuous Mapping and Alpha Generalized Continuous Mapping. Baghdad Sci J. 2022; 19(3): 536-541.