Oguz, Gencay2025-04-1020240354-5180https://hdl.handle.net/11727/12830In the present paper we obtain some mean ergodic and uniform ergodic type theorems via statistical convergence in a Banach space. We prove, in this case that, the mean ergodic decomposition remains true. We also characterize statistical uniform ergodicity for an operator T is an element of B(X) under the condition st - lim(n )parallel to T-n parallel to/n = 0.en-USstatistical convergencepower bounded operatorbounded linear operatormean ergodic theoremErgodic theoremArticle001389991100001