title: Strongly lacunary ward continuity in 2-normed spaces.
abstract: A function f defined on a subset E of a 2-normed space X is strongly lacunary ward continuous if it preserves strongly lacunary quasi-Cauchy sequences of points in E; that is, (f(x k)) is a strongly lacunary quasi-Cauchy sequence whenever (x k) is strongly lacunary quasi-Cauchy. In this paper, not only strongly lacunary ward continuity, but also some other kinds of continuities are investigated in 2-normed spaces.
authors: Department of Mathematics, Maltepe University, Marmara Eğitim Köyü, 34857 İstanbul, Turkey.
authors: Hüseyin
authors: H
authors: Çakalli
authors: Faculty of Engineering and Natural Sciences, Maltepe University, Marmara Eğitim Köyü, 34857 İstanbul, Turkey.
authors: Sibel
authors: S
authors: Ersan
mesh_terms: D000465:Algorithms; D008962:Models, Theoretical