2019
7
1
0
100
PPF Dependent Fixed Points Of Generalized Contractions Via C_GSimulation Functions
2
2
In this paper, we introduce the notion of generalized ZG,α,μ,η,φ contractionwith respect to the C_Gsimulation function introduced by Liu, Ansari, Chandokand Radenovic [20] and prove the existence of PPF dependent fixed points inBanach spaces. We draw some corollaries and an example is provided to illustrateour main result.
1

1
16


Madugula
Vinod Kumar
Department of Mathematics, Andhra University, Visakhapatnam530 003, India
Department of Mathematics, Andhra University,
Iran
dravinodvivek@gmail.com


Gutti Venkata
Ravindranadh Babu
Department of Mathematics, Andhra University, Visakhapatnam530 003, India
Department of Mathematics, Andhra University,
Iran
gvr_babu@hotmail.com
alphaadmissible
musubadmissible
Cclass function
Razumikhin class
PPF dependent fixed point
simulation function and C_Gsimulation function
Common Fixed Points of (α,Ψ,φ) Almost Generalized Weakly Contractive Maps in Smetric spaces
2
2
In this paper, we introduce a pair of (α,Ψ,φ)almost generalized weakly contractive maps in Smetric spaces and prove the existence and uniqueness of common fixed points of such maps under weakly compatible property. Our results extend and generalize the results of Babu and Leta to a pair of maps in Smetric spaces and also generalize the result of Sedghi, Shobe, and Aliouche. We provide examples in support of our results.
1

17
35


P
Sailaja
Lendi Institute of Engineering and Technology
Lendi Institute of Engineering and Technology
Iran
sailajadurga@yahoo.com


Gutti
Ravindranadh Babu
Department of Mathematics, Andhra University, Visakhapatnam530 003, India
Department of Mathematics, Andhra University,
Iran
gvr_babu@hotmail.com


Gadhavajjala
Srichandana
SITAMGVP
SITAMGVP
Iran
sri.chandan3@gmail.com
SMetric space
Sweakly compatible
(α,Ψ,φ)almost generalized weakly contractive maps
property (E. A.)
Fixed Point Results for Multivalued Operator in Gmetric Space
2
2
In this paper, we shall give some results on xed points of multivalued operator on Gmetric spaces by using the method of Kikkawa [6]. Our results generalize and extend some old xed point theorems to the multivalued case.
1

36
49


Saurabh
Manro
Iran
sauravmanro@hotmail.com


Tejwant
Singh
Department of Mathematics, Desh Bhagat University, Mandi Gobindgarh, Punjab, India
Department of Mathematics, Desh Bhagat University,
Iran
sauravmanro@gmail.com


ANIMESH
Gupta
Department of Mathematics, Sagar Institute of Engineering, Technology and Research, Ratibad Bhopal (M.P.), India
Department of Mathematics, Sagar Institute
Iran
bvmmat@gmail.com


Rajveer
Kaur
Department of Mathematics, Desh Bhagat University, India
Department of Mathematics, Desh Bhagat University,
Iran
tarika_rs@gmail.com
fixed point
Gmetric space
Multivalued operator