@article{Dwivedi_Mishra_Dubey_Pandey_2023, title={Some Fixed Point Theorems for \((\alpha,\beta,z)\)-Contraction Mapping under Simulation Functions in Banach Space}, volume={14}, url={http://www.rgnpublications.com/journals/index.php/cma/article/view/1828}, DOI={10.26713/cma.v14i1.1828}, abstractNote={<p>In this paper, we prove some fixed point results in the setting of a Banach space via a cyclic \((\alpha ,\beta ,z)\)-admissible mapping imbedded in simulation function. Our results extend and generalize some well known results in the existing literature.</p>}, number={1}, journal={Communications in Mathematics and Applications}, author={Dwivedi, Snehlata and Mishra, Urmila and Dubey, A.K. and Pandey, M.D.}, year={2023}, month={May}, pages={1–7} }