Some new fixed point results in Intuitionistic fuzzy cone-b metric spaces

[1] AAMRI, M., AND MOUTAWAKIL, EL. D. 2002. Some new common fixed point theorems under strict contractive conditions. J. Math. Anal. Appl. 270 (1), 181-188. Search in Google Scholar

[2] ALACA, C., ALTUN, I., AND TURKOGLU, D. 2008. On compatible mappings of type (I) and (II) in IFM-spaces. Commun. Korean Math. Soc. 23 (3), 427-446. Search in Google Scholar

[3] ALACA, C., TURKOGLU, D., AND YILDIZ, C. 2006. Fixed points in intuitionistic fuzzy metric spaces. Chaos, Solitons Fractals 29 (5), 1073-1078. Search in Google Scholar

[4] ATANASSOV, K., 1986. Intuitionistic fuzzy set. Fuzzy Sets and Systems 20 (1), 87-96 (1986). Search in Google Scholar

[5] AZAM, A. AND KANWAL, S. 2022. Introduction to Intuitionistic b-Metric Spaces and Fixed Point Results. Thai Journal of Mathematics, Volume 20(1), 141-163. Search in Google Scholar

[6] BEG, I., VETRO, C., GOPAL, D., AND IMDAD, M. 2014. (ϕ, ψ)weak contractions in intuitionistic fuzzy metric spaces. J. Intelligent Fuzzy Sys. 8 (5), 2497C2504, 141-148. Search in Google Scholar

[7] BEG, ISMAT, GUPTA, V., AND KANWAR, A. 2015. Fixed point theorem on Intuitionistic fuzzy metric spaces using E.A. property, J. Nonlinear Funct. Anal. Article ID 20. Search in Google Scholar

[8] BEG, V, SEDGHI, S., AND SHOBE, N. 2013. Fixed point theorems in fuzzy metric spaces. Int. J. Anal., Article ID 934145. Search in Google Scholar

[9] BRANCIARI. 2009. A fixed point theorem for mappings satisfying a general contractive condition of integral type. Int. J. Math, Sci. Tech vol. 29(9), 531-536. Search in Google Scholar

[10] CHAUHAN, S. SINGH, AND GUPTA, V. 2020. Banach contraction theorem on fuzzy cone b-metric space. Journal of Applied Research and Technology 18, 154-160. Search in Google Scholar

[11] GEORGE, A., AND VEERAMANI, P. 1994. On some results in fuzzy metric spaces. Fuzzy Sets and Systems 6 (5), 336-344. Search in Google Scholar

[12] GUPTA, V., AND MANI, N. 2014. Fixed point theorems using control function in fuzzy metric spaces. Cogent Math. 2 (1), Article ID 1053173. Search in Google Scholar

[13] GUPTA, V., AND KANWAR, A. 2012. Fixed point theorem in fuzzy metric spaces satisfying E.A. property. Indian J. Sci. Tech. 5, 3767-3769. Search in Google Scholar

[14] GUPTA, V., AND MANI, N. 2014. Existence and uniqueness of fixed point in fuzzy metric spaces and its applications. Advances in Intelligent Systems and Computing, Springer 236, 217-224. Search in Google Scholar

[15] JUNGCK, G. 1984. Compatible mappings and common fixed points. Int. J. Math Sci. 9 (4), 771-779. Search in Google Scholar

[16] KAPOOR S., AND GUPTA, V. 2023. Intuitionistic Fuzzy Cone-b Metric Space and Some New Fixed Point Results. accepted. Search in Google Scholar

[17] KRAMOSIL, I., AND MICHALEK, J. 1975. Fuzzy metric and Statistical metric spaces. Kybernetica11(5), 326-334. Search in Google Scholar

[18] ONER, T., KANDEMIR, M. B., AND TANAY, B. 2015. Fuzzy cone metric spaces. Journal of Nonlinear Sciences and Applications, 8(5), 610-616. Search in Google Scholar

[19] SESSA, S. 1982. On a weak commutative condition in fixed point consideration. Publ. Inst. Math. 32 (52), 146-153. Search in Google Scholar

[20] SHARMA, S., AND DESHPANDE, B. 2009. Common fixed point theorems for finite number of mappings without continuity and compatibility on intuitionistic fuzzy metric spaces. Chaos, Solitons Fractals, 40 (5), 2242-2256. Search in Google Scholar

[21] REZAPOUR SH., HALMBARANI R., 2008. Some notes on the paper “Cone metric spaces and fixed point theorems of contractive mappings”, J. Math. Anal. Appl., 345, 719-724. Search in Google Scholar

[22] TURKOGLU, D., ALACA, C., AND YILDIZ, C. 2006. Compatible maps and Compatible maps of type (a) and (b) in intuitionistic fuzzy metric spaces. Demonstration Math. 39 (2006), 671-684. Search in Google Scholar

[23] TURKOGLU, D., ALACA, C., CHO, Y.J., AND YILDIZ, C. 2006. Common fixed points in intuitionistic fuzzy metric spaces. J. Appl. Math. Comput 22. 411-424. Search in Google Scholar

[24] VIJAYARAJU, P., AND SAJATH, Z. M. I. 2009. Some common fixed point theorems in fuzzy metric spaces. Int. J. of Math. Anal. Ruse 3 (15), 701-710. Search in Google Scholar

[25] ZADEH, L.A., 1965. Fuzzy Sets. Information and Control 8 (3), 338-353. Search in Google Scholar