In a topological scope, the semi generalized finished set was initially grown by P. Bhattacharya and B.K. Lahiri in [1]. A subset of a topological space (X, τ) is a almost generalised closed (sg-terminated) set if scl(A) ⊆ U whenever A ⊆ U and U is semi-open in (X, τ). The belief of sg-continuity was made acquainted by several authors in topological spaces. The alike notion can also be widespread to topological ordered rooms. A topological ordered space is a topological room together with a prejudiced order. In the present chapter, the idea of semi-statement increasing continuous function (sgi-unending function), semi-generalized deteriorating continuous function (sgd-constant function), and semi-generalized equalized continuous function (sgb-constant function) are introduced and their relationship accompanying other functions are checked.
Author(s) Details:
V. V. S. Ramachandram,
Department of Basic Science and Humanities,
International School of Technology and Sciences for Women, Eastgonagudem,
Rajanagaram, Rajamahendravaram,Andhrapradesh, 533294, India.
Please see the link here: https://stm.bookpi.org/RHMCS-V9/article/view/10444
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