Fixed points of non-expansive operators on weakly Cauchy normed spaces
Mohamed Ali Abou Bakr, Sahar;
Abstract
We proved the existence of fixed points of non-expansive operators defined on weakly Cauchy spaces in which parallelogram law holds, the given normed space is not necessarily be uniformly convex Banach space or Hilbert space, we reduced the completeness and the uniform convexity assumptions which imposed on the given normed space. © 2007 Science Publications.
Other data
| Title | Fixed points of non-expansive operators on weakly Cauchy normed spaces | Authors | Mohamed Ali Abou Bakr, Sahar | Keywords | Convexity;Fixed points;Non-expensive operators;Normed spaces | Issue Date | 1-Jan-2007 | Journal | Journal of Mathematics and Statistics | ISSN | 15493644 | DOI | 10.3844/jmssp.2007.54.57 | Scopus ID | 2-s2.0-34548171677 |
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