Altınok, MayaKüçükaslan, MehmetKaya, Umutcan2021-11-292021-11-292021-06-30https://doi.org/10.31801/cfsuasmas.736132http://hdl.handle.net/20.500.12575/76448In this paper by using natural density real valued bounded sequence space l ∞ is extented and statistical bounded sequence space l s t ∞ is obtained. Besides the main properties of the space l s t ∞ , it is shown that l s t ∞ is a Banach space with a norm produced with the help of density. Also, it is shown that there is no matrix extension of the space l ∞ that its bounded sequences space covers l s t ∞ . Finally, it is shown that the space l ∞ is a non-porous subset of l s t ∞ .enNatural densityStatistical convergenceStatistical sup normArticle70182992618-6470