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A Fixed Point Theorem in Banach Algebras Involving Three Operators with Applications

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Abstract

In this article, it is shown that some of the hypotheses of a fixed point theorem of the present author involving three operators in a Banach algebra are redundant. Our claim is also illustrated with the applications to some nonlinear functional integral equations for proving the existence result.

참고문헌 (9)

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  2. "On nonlinear contractions", 20, pp.456~464 (1969)
  3. "A ?xed point theorem of Krasnoselskii", 11, pp.85~88 (1998)
  4. "On some variants of Schauder's ? xed point principle and applications to nonlinear integral equations", 25, pp.603~611 (1998)
  5. "xed point theorem and applications to nonlinear integral equations", pp.53~59 (1987)
  6. "On existence theorems for nonlinear integral equations in Banach alge- bras via ?xed point technique", 17, pp.33~45 (2001)
  7. "A ?xed point theorem in Banach algebras with applications", 16 (2003)
  8. "Amer. Math. Soc. Trans.", 10 2, pp.345~409 (1958)
  9. "Fixed Point Theorems" (1980)

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