Main Article Content
Abstract
We discuss the concepts of strong and weak convergence in n-Hilbert spaces and study their properties. Some examples are given to illustrate the concepts. In particular, we prove an analogue of Banach-Saks-Mazur theorem and Radon-Riesz property in the case of n-Hilbert space.
Keywords
Strong and weak convergence
n-Hilbert space.
Article Details
How to Cite
Soenjaya, A. L. (2014). ON STRONG AND WEAK CONVERGENCE IN $n-$HILBERT SPACES. Journal of the Indonesian Mathematical Society, 19(2), 79–87. https://doi.org/10.22342/jims.19.2.164.79-87
