摘要

In this paper Cesaro-Orlicz spaces, theory of which started in the papers [7], [28] and [10], are investigated. The problem of the necessity of condition delta(2) for some fundamental topological and geometrical properties is considered again. Criteria for the Kadec-Klee property with respect to the coordinatewise convergence as well as for local uniform convexity of the spaces are given. In the last part, finite dimensional subspaces of Cesaro-Orlicz spaces are investigated.

  • 出版日期2010-4