Fixed Point Theorm for Mappings in Bimetric Space
Author Affiliations
- 1Deptt. of Mathematics, Govt. P.G. College, Narsinghpur, MP, INDIA
Res. J. Mathematical & Statistical Sci., Volume 3, Issue (3), Pages 13-14, March,12 (2015)
Abstract
In the present paper, we shall proved a fixed point theorem for mapping in Bimetric space.
References
- Maia M.G., Un, Rend. Sem. Math. Univ. Padova, 40, 139-143, (1968)
- Banach S., Sur les operations dans les ensemeblesabstraits et leur application aux equations integrals Fund, Math 133-18 1, (1922)
- Iseki K., A common fixed point theorem, Rend. Sem.Math. Padova, 53, 13-14, (1975)
- Iyer S., Fixed point theorems in Bimetric spaces, Journalof M.A.C.T., 15, (1982)
- Mishra S.N., Remarks on some fixed point theorems inBimetric spaces, Indian J. pure appl. Math, 9,12, 1271-1274, (1979)
- Ray B.K., On a fixed point theorem in a space with twometrics, Mathematics Education, IX,3, (1975)
- RusI A., On a fixed point theorem of Maia, Studia Univ.Babes – Bolyai, 22, 40-42, (1977)
- Sigh S.P. and Pant S.P., A common fixed point theorem ina metric space with two metrics, Pure appl. Math. Sci.14,1-2, 35-37, (1981)
- Bhore S.K., Fixed points of orbitally continuousmappings, The Mathematics Education, XXI, 4, (1987)
- Pathak H.K., On some non-unique fixed point theoremsfor the maps of Dhage type, Pure and Appl. Math.Science, XXVII, 1-2, (1988)
