Probabilistic G-Metric space and some fixed point results

We establish some common fixed point theorems in complete dislocated quasi metric spaces using new contraction mappings.. Keywords: Dislocated quasi-metric space; fixed

Recently, Kumar and Pant [14] have given a common fixed point theorem for two pairs of compatible mappings satisfying expansion type condition in probabilistic

If the original number was supplied in e-notation, then for every ASCII character encountered before ‘E’ its equivalent digit is obtained and converted to an equivalent

The notions of modular and probabilistic metric spaces [4] provide the inspiration for introducing a new concept that it is called a probabilistic modular space in this note..

Sastry et al.[18] dealt with fixed point results in generalized metric spaces, extended Ciric theorem [7] in generalized metric spaces with less stringent conditions

Guran, A multivalued Perov-type theorems in generalized metric spaces - accepted for publication in Creative Mathematics and Informatics, Baia-Mare, Romˆania.... Perov, On

Due to the similarity in operation with the binary numbers, Booth Multiplier can be used for multiplication in Fixed Point Arithmetic Unit. The multiplication is

of multi-valued and single-valued maps in complete metric spaces, and used coincidence and common fixed points, to establish a theorem on fixed points for pairs of