In the present proposed material, we employ CLRg property on Neutrosophic Metric Space in order to develop fixed point results. This paper mainly enhances the concept of fixed point theorem by using CLRg property on FMS and IFMS.
REFERENCES
1.
C.
Alaca
, D.
Turkoglu
and C.
Yildiz
, Chaos, Solitons and Fractals
29
, 1073
–1078
(2006
).2.
K.
Atanassov
, Intuitionistic Fuzzy Sets, Fuzzy Sets And Systems
20
, 87
–96
(1986
).3.
4.
5.
D.
Coker
, Fuzzy Sets And System.
88
, 81
–89
(1997
).6.
M. S.
Chouhan
, W.
Sintunavarat
, P.
Kumam
, Appl. Math.
3
(9
), 976
–982
(2012
).7.
G.
Jungck
, Amer. Math. Monthly
83
, 261
–263
(1976
).8.
9.
K.
Menger
, Proc. Nat. Acad. Sci. (USA)
28
, 535
–537
(1942
).10.
B.
Schweizer
and A.
Sklar
, Probabilistic Metric Spaces
, North Holland Amsterdam
, 1983
.11.
12.
13.
D.
Turkoglu
, C.
Alaca
, Y. J.
Cho
, Journal Of Applied Mathematics and Computing
22
, 411
–424
(2006
).14.
V.
Gupta
, G.
Jungck
, N.
Mani
, AIMS Mathematics
5
(5
), 4444
–4452
(2020
).15.
N.
Sharma
, N.
Mani
, N.
Gulati
, Italian Journal of Pure and Applied Mathematics
42
(2
), 798
–808
(2019
).16.
V.
Gupta
, N.
Mani
, R.
Sharma
, A.K.
Tripathi
, Boletim da Sociedade Paranaense de Matemática
40
, 1
–9
(2022
).17.
V.
Gupta
, N.
Mani
, A.
Sharma
, Journal of applied research and technology
19
(1
), 35
–40
(2021
).18.
P.K.
Singh
, S.
Tiwari
, Theoretical Computer Science
, 851,
111
–120
(2021
).19.
S.
Tiwari
, P.K.
Singh
, Fundamenta Informaticae
, 166
(3
), 251
–271
(2019
).20.
21.
S.
Tiwari
, P.K.
Singh
, Afrika Matematika
, 32
(1
), 77
–87
(2021
).
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