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2009, vol. 13, br. 2, str. 117-119
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On a result of W.A. Kirk and L.M. Saliga
(naslov ne postoji na srpskom)
Sažetak
(ne postoji na srpskom)
We prove that a result of Kirk and Saliga [J. Comput. Appl. Math., 113 (2000), 141-152, Theorem 4.2., p. 149] has been for the first time proved before 25 years in Tasković [Publ. Inst. Math., 41 (1980), 249-258, Theorem 1, p. 250]. But the authors neglected and ignored this historical fact. 2000 Mathematics Subject Classification. Primary: 47H10, Secondary: 54H25.
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Reference
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Kirk, W.A., Saliga, L.M. (2000) Some results on existence and approximation in metric fixed point theory. J. omput. Appl. Math, 113, 141-152
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Tasković, M.R. (1978) A generalization of Banach's contraction principle. Publications de l'Institut mathematique, 23(37), 179-191
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Tasković, M.R. (1980) Some results in the fixed point theory. II. Publications de l'Institut mathematique, 27(41), 249-258
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Tasković, M.R. (1984) Some theorems on fixed point and its applications. Annal. Soc. Math. Polonae, Series I, Comm. Math, 24, 323-334
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Tasković, M.R. (1990) Some new principles in fixed point theory. Mathematica Japonica, 35, 4, 645-666
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Tasković, M.R. (2001) Nonlinear functional analysis. u: Second Book: Monographs - Global Convex Analysis - General convexity, Variational methods and Optimization, Beograd: Zavod za udžbenike i nastavna sredstva, Vol. 2, 1067-1172
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Tasković, M.R. (2005) Theory of transversal point, spaces and forks. u: Monographs of a new theory, Beograd, 1001-1022
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Walter, W. (1981) Remarks on a paper by F. Browder about contractions. Nonlinear Anal, 5, 21-25
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