Department of Mathematics, Govt P.G Jahanzeb College Swat, Khyber Pakhtunkhwa, Pakistan
Abstract
Abstract. This work is dedicated to establish a common fixed point theorem for integral type mapping. We will introduce integral type version for Hardy and Roger type mapping using the concept of weakly compatible mappings in the context of dislocated metric (d-metric) space. Several corollaries may be deduced from the establish result.
Rahman, M., Ali, A. (2020). Integral Type Version for Hardy and Roger Type Mapping in Dislocated Metric (d-Metric) Space. Communications in Nonlinear Analysis, 8(2), 92-99.
MLA
Mujeeb Ur Rahman; Amjad Ali. "Integral Type Version for Hardy and Roger Type Mapping in Dislocated Metric (d-Metric) Space". Communications in Nonlinear Analysis, 8, 2, 2020, 92-99.
HARVARD
Rahman, M., Ali, A. (2020). 'Integral Type Version for Hardy and Roger Type Mapping in Dislocated Metric (d-Metric) Space', Communications in Nonlinear Analysis, 8(2), pp. 92-99.
VANCOUVER
Rahman, M., Ali, A. Integral Type Version for Hardy and Roger Type Mapping in Dislocated Metric (d-Metric) Space. Communications in Nonlinear Analysis, 2020; 8(2): 92-99.
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