논문KCI 등재
Random fixed point of mappings over a Hilbert space with a probability measure
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In this paper an appropriate scheme of iteration have been presented for proving random xed point theorem for a class of mappings that includes semi non-expansive mapping over a Hilbert Space
Abstract
In this paper an appropriate scheme of iteration have been presented for proving random xed point theorem for a class of mappings that includes semi non-expansive mapping over a Hilbert Space
참고문헌 (6)
- Hans, O, "Random fixed point theorems, Trans First Prague conf. Information Theory Statist, Decision Functions and Random Process", 105~125 (1956)
- Kannan, R, "Some results on fixed points I", Bull. Cal. Math. Soc., 60, pp.71~76 (1968)
- Joshi, M.C, "Some Topics in Non linear Functional Analysis" (1984), Wiley Eastern Ltd
- Debnath, L, "Introduction to Hilbert Spaces with Applications" (2005), Elsevier Academic Press
- Ishikawa, S, "Common xed points and iteration of commuting nonexpansive mappings", Pacific J. Math, 80, pp.493~501 (1979)
- Saha M, "On some random xed point of mappings over a Banach Space with a probability measure", Proc. Nat. Acad. of Sci., India, 76(A), pp.219~224 (2006)
관련 논문AI추천
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