I*-CONVERGENCE OF FUNCTION SEQUENCES IN ASYMMETRIC METRIC SPACE

Authors : Kadriye Dilan Kolaç, Mehmet Küçükaslan

Pages : 109-118

Doi:10.33773/jum.1564703

View : 37 | Download : 57

Publication Date : 2024-12-29

Article Type : Review Paper

Abstract :In this paper, by considering ideal which is special subfamily of power set of natural numbers I∗-convergence of sequence of functions in asymmetric metric spaces is defined and some results about new concept are given.Obtained results is supported some examples to show differences by the classical ones.
Keywords : Asymmetric Metric Space, Ideal Convergence, Ideal-α convergence, Ideal uniform convergence, Ideal exhaustiveness