Common fixed point theorems under rational contractions for a pair of mappings in bicomplex valued metric spaces

The existence of a solution of a nonlinear Fredholm integral equations over bicomplex b-metric spaces

“…In 2021, Beg, Kumar Datta and Pal [1] proved the following fixed point theorems on bicomplex valued b-metric spaces. See [7,6,11,16] for more information on b-metric spaces and applications.…”

Common Fixed Point Theorems on Tricomplex Valued Metric Space

“…Choi et al [16] proved some common xed point theorems in connection with two weakly compatible mappings in bicomplex valued metric spaces. Jebril et al [17] proved some common xed point theorems under rational contractions for a pair of mappings in bicomplex valued metric spaces. In 2021, Beg et al [18] proved the following xed point theorems on bicomplex valued metric spaces.…”

New fixed point theorems for $(ϕ, F)-$contraction on rectangular b-metric spaces

“…His valuable work has been elaborated via generalizing the Banach contraction principle. As a consequence of those generalizations so many contraction were introduced w-distance [4], generalized weakly contraction mappings [11], rational contractions [15], Caristi's theorem [22]. Huge work have been done in this direction.…”