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A NEW APPROACH TO METRICAL FIXED POINT THEOREMS
R. P. Pant
, Vladimir Rakočević
, Dhananjay Gopal
, Bharti Josh
Dalhousie Villa Compound
Department of Mathematics Faculty of Sciences and Mathematics
Department of Mathematics Guru Ghasidas
Kumaun University India
Research output
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Mathematics
Contractive
100%
Fixed Points
100%
Common Fixed Point Theorem
100%
Point Theorem
100%
Type Mapping
50%
Common Fixed Point
50%
Unique Fixed Point
50%
Type Condition
50%
Nonlinear Integral Equation
50%
Keyphrases
Common Fixed Point Theorem
100%
Fixed Point Theorem
100%
Common Fixed Point
50%
Non-expansive
50%
Contractive Mapping
50%
Unique Fixed Point
50%
Contractive Condition
50%
Nonlinear Integral Equation
50%