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In this note we use a generalization of coincidence point(a property which was defined by [1] in symmetric spaces) to prove common fixed point theorem on S-metric spaces for weakly compatible maps. Also the results are used to achieve the solution of an integral equation and the bounded solution of a functional equation in dynamic programming.
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참고문헌 (10)
참고문헌 신청
M. Aamri / 2003 / Common fixed under contractions in symmetric spaces / Appl Mathematics E-notes 3:156~162
R. Baskaran / 1986 / A note on the solution of a class of functional equations / Appl. Anal 22:235~241
R. Bellman / 1978 / Functional equations in dynamic programming / Aequ. Math 17:1~18
BC. Dhage / 1992 / Generalized metric space and mapping with fixed point / Bull. Calcutta Math. Soc. 84:329~336
S. Manro / 2013 / A common fixed point theorem for two weakly compatible pairs in G-metric spaces using the property E.A. / Fixed Point Theory Appl 2013:41
R. Baskaran / 1986 / A note on the solution of a class of functional equations / Appl. Anal 22:235~241
R. Bellman / 1978 / Functional equations in dynamic programming / Aequ. Math 17:1~18
BC. Dhage / 1992 / Generalized metric space and mapping with fixed point / Bull. Calcutta Math. Soc. 84:329~336
S. Manro / 2013 / A common fixed point theorem for two weakly compatible pairs in G-metric spaces using the property E.A. / Fixed Point Theory Appl 2013:41
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