SOME CONDITIONS UNDER WHICH SLOW OSCILLATION OF A SEQUENCE OF FUZZY NUMBERS FOLLOWS FROM CESARO SUMMABILITY OF ITS GENERATOR SEQUENCE

Canak, I.2019-10-272019-10-2720141735-06541735-0654https://hdl.handle.net/11454/49850Let (u(n)) be a sequence of fuzzy numbers. We recover the slow oscillation of (u(n)) of fuzzy numbers from the Cesaro summability of its generator sequence and some additional conditions imposed on (u(n)). Further, fuzzy analogues of some well known classical Tauberian theorems for Cesaro summability method are established as particular cases.eninfo:eu-repo/semantics/closedAccessCesaro summabilitySlow oscillationTauberian theoremsSequences of fuzzy numbersSOME CONDITIONS UNDER WHICH SLOW OSCILLATION OF A SEQUENCE OF FUZZY NUMBERS FOLLOWS FROM CESARO SUMMABILITY OF ITS GENERATOR SEQUENCEArticle1141522WOS:000342330600002Q3