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2011, vol. 15, br. 1, str. 59-63
Diametral φ-contraction on topological spaces
(naslov ne postoji na srpskom)
Univerzitet u Beogradu, Matematički fakultet, Srbija

e-adresaandreja@predrag.us
Ključne reči: fixed point theorems; diametral φ-Contraction; topological spaces; topological cauchy sequence; topological orbital completeness; topological diameter
Sažetak
(ne postoji na srpskom)
This paper introduces generalization of some already known results obtained by the author during 80's. This paper extends some known results on topological spaces and describe a class of conditions sufficient for the existence of fixed points.
Reference
Ohta, M., Nikaido, G. (1994) Remarks on fixed point theorems in complete metric spaces. Mathematica Japonica, 39, 2, 287-290
Seneta, E. (1990) Karamata's iteration theorem, and normed regularly varying sequences in a historical light. Publications de l'Institut mathematique, 46, 45-51
Tasković, M.R. (1980) Some results in the fixed point theory. II. Publications de l'Institut mathematique, 27(41), 249-258
Tasković, M.R. (1984) Some theorems on fixed point and its applications. Ann. Soc. Math. Polon. Ser. I, Comment. Math. Prace. Math, 24, 323-334
Tasković, M.R. (1990) Some new principles in fixed point theory. Mathematica Japonica, 35, 4, 645-666
Tasković, M.R. (2004) Geometric fixed point theorems on transversal spaces. Mathematica Moravica, br. 8-2, str. 29-52
Tasković, M.R. (2005) Theory of transversal point, spaces and forks. u: Monographs of a new mathematical theory, Beograd: VIZ
Tasković, M.R. (1978) A generalization of Banach's contraction principle. Publications de l'Institut mathematique, 23(37), 179-191
 

O članku

jezik rada: engleski
vrsta rada: neklasifikovan
DOI: 10.5937/MatMor1101059T
objavljen u SCIndeksu: 27.03.2012.

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