On Common Fixed Point Results for New Contractions with Applications to Graph and Integral Equations
On Common Fixed Point Results for New Contractions with Applications to Graph and Integral Equations
The investigation of symmetric/asymmetric structures and their applications in mathematics (in particular in operator theory and functional analysis) is useful and fruitful. A metric space has the property of symmetry. By looking in the same direction and using the α -admissibility with regard to η and θ -functions, we demonstrate …