Title of article
A fixed point theorem for a compact and connected set in Hilbert space
Author/Authors
Duru, Hulya Istanbul University - Faculty of Science - Mathematics Department, TURKEY
From page
293
To page
299
Abstract
Let (H, ) be a real Hilbert space and let K be a compact and connected subset of H. We show that every continuous mapping T : K -- K satisfying a mild condition has a fixed point.
Keywords
Fixed point , nonexpansive mapping , Hilbert space a fixed point theorem for a compact and connected set in Hilbert space
Journal title
Turkish Journal of Mathematics
Journal title
Turkish Journal of Mathematics
Record number
2530934
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