Some conditions under which slow oscillation of a sequence of fuzzy numbers follows from Ces\`{a}ro summability of its generator sequence

Let $(u_n)$ be a sequence of fuzzy numbers. We recover the slow oscillation of $(u_n)$ of fuzzy numbers from the Ces\`{a}ro summability of its generator sequence and some additional conditions imposed on $(u_n)$. Further, fuzzy analogues of some well known classical Tauberian theorems for Ces\`{a}ro summability method are established as particular cases.