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Article

Title: On oriented metric spaces (English)
Author: Reilly, I. L.
Author: Vamanamurthy, M. K.
Language: English
Journal: Mathematica Slovaca
ISSN: 0139-9918
Volume: 34
Issue: 3
Year: 1984
Pages: 299-305
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Category: math
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MSC: 54E15
idZBL: Zbl 0599.54031
idMR: MR756987
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Date available: 2009-09-25T09:38:50Z
Last updated: 2012-08-01
Stable URL: http://hdl.handle.net/10338.dmlcz/131650
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Reference: [1] ALBERT G. E.: A note on quasi-metric spaces.Bull. Amer. Math. Soc. 47, 1941, 479-482. Zbl 0027.14203, MR 0004104
Reference: [2] BALANZAT M.: Sobre la metrizacion de los espacios cuasi metricos.Gaz. Mat. Lisboa 50, 1951, 91-94.
Reference: [3] BODJANOVA S.: Some basic notions of mathematical analysis in oriented metric spaces.Math. Slovaca З1, 1981, 277-289. Zbl 0481.54016, MR 0621918
Reference: [4] DI CONCILIO A.: Spazi quasimetrici e topologie ad essi associate.Accademia delle scienze fisiche e matematiche, Rendiconti, Napoli 38, 1971, 113-130. MR 0339095
Reference: [5] DOMIATY R. Z.: The Hausdorff separation property for space-time.Eleutheria (Athenes) 2, 1979, 358-371. MR 0622293
Reference: [6] DUTTA M., DAS M. K., and MAJUMDAR M.: On some generalization of fixed point theorems with applications in operator equations.Glasnik Mat. 9 (29), 1974, 155-159. MR 0353069
Reference: [7] FLETCHER P., LINDGREN W. F.: Transitive quasi-uniformities.J. Math. Anal. Appl. 39, 1972, 397-405. Zbl 0203.55603, MR 0317281
Reference: [8] KELLY J. C.: Bitopological spaces.Proc. London Math. Soc. 13, 1963, 71-89. Zbl 0107.16401, MR 0143169
Reference: [9] MAJUMDAR M.: Formulation of fixed point principle in a weak metric space.Bull. Math. de la Soc. Sci. Math. de la R. S. Roumanie 21 (69), 1977, 339-343. Zbl 0392.54026, MR 0482720
Reference: [10] NEDEV S. I., CHOBAN M. M.: On the theory of 0-metrizable spaces, I, II, III.Vestnik Moskov. Univ. Seг.I. Mat. Meh. 27, 1972, #1, 8-12, #2, 10-17, #3, 10-15.
Reference: [11] PATTY C. W.: Bitopological spaces.Duke Math. J. 34, 1967, 387-391. Zbl 0153.24301, MR 0220244
Reference: [12] REILLY I. L., SUBRAHMANYAM P. V., VAMANAMURTHY M. K.: Cauchy sequences in quasi-pseudo-metric spaces.Monatshefte Math., Springeг-Verlag (to appeaг). Zbl 0472.54018
Reference: [13] RIBEIRO H.: Sur les espaces à mètrique faible.Poгtugaliae Math. 4, 1943, 21-40. Zbl 0028.32002, MR 0009432
Reference: [14] SION M., ZELMER G.: On quasi-metrizability.Canad. J. Math. 19, 1967, 1243-1249. MR 0221470
Reference: [15] WATERMAN M. S., SMITH T. F., BEYER W. A.: Some biological sequence metгics.Advances in Math. 20, 1976, 367-387. MR 0408876
Reference: [16] WILSON W. A.: On quasi-metric spaces.Amer. J. Math. 53, 1931, 675-684. Zbl 0002.05503, MR 1506845
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