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Reference7 articles.
1. Bessaga, C.: On the converse of Banach fixed-point principle. Colloq. Math.7, 41?43 (1959).
2. Chatterjea, S. K.: Some theorems on fixed-points. Research Report No. 2, Centre of Advanced Study in Appl. Math., University of Calcutta. 1971.
3. Connell, E. H.: Properties of fixed-point spaces. Proc. Amer. Math. Soc.10, 974?979 (1959).
4. Hausdorff, F.: Die MengenG 8 in vollständigen Räumen. Fund. Math.6, 146?148 (1924).
5. Hu, T. K.: On a fixed-point theorem for metric spaces. Amer. Math. Monthly74, 436?437 (1967).
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