Some common fixed point theorems for a pair of nonself-mappings in complete metrically convex metric spaces are proved by alte ring distances between the points, which generalize earlier results due to M. D. Khan and Bharadwaj (2001), M. S. Khan et al. (2000), Bianchini (1972), Chatterjea 1972, and others. Some related results are also discussed besides furnishing an illustrative example.
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机译:完全公制凸度量空间中一对非自映射的一些常见不动点定理通过点之间的交替环距离来证明,这归因于M. D. Khan和Bharadwaj(2001),M。S. Khan等人的早期结果。 (2000),Bianchini(1972),Chatterjea 1972等。除了提供说明性示例外,还讨论了一些相关结果。
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