A Fixed Point Theorem for JS-contraction Type Mappings with Applications to Polynomial Approximations


Ishak Altun, Nassir Al Arifi, Mohamed Jleli, Aref Lashin, Bessem Samet




A fixed point theorem is established for a new class of JS-contraction type mappings. As applications, some Kelisky-Rivlin type results are obtained for linear and nonlinear q-Bernstein-Stancu operators.