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Solving fractional differential equations using fixed point results in generalized metric spaces of Perov’s type
Fabiano, Nicola; Kadelburg, Zoran; Mirkov, Nikola; Radenović, Stojan (Işık University Press, 2022-07)In 1964, A. I. Perov generalized the Banach contraction principle introducing, following the work of ¯D. Kurepa, a new approach to fixed point problems, by defining generalized metric spaces (also known as vector valued ...