Mathematical Analysis, Approximation Theory and Their Applications

Abrief history of the Favard operator and its variants.- Bivariate extension oflinear positive operators.- Positive Green's Functions for Boundary ValueProblems with Conformable Derivatives.- The retraction-displacement conditionin the theory of fixed point equation with a convergent iterative algorithm.- Anadaptive finite element method for solving a free boundary problem withperiodic boundary conditions in lubrication theory.- Evolution solutions ofequilibrium problems - a computational approach.- Cantor, Banach and Bairetheorems in generalized metric spaces.- A Survey of Perturbed Ostrowski TypeInequalities.- Hyers-Ulam-Rassias stability of the generalized Wilson'sfunctional equation.- Approximation under Exponential Growth Conditions by Szászand Baskakov Type Operators in the Complex Plane.- On the asymptotic behaviorof sequences of positive linear approximation operators.- Approximation offunctions by additive and by quadratic mappings.- Bernstein Type Inequalitiesconcerning Growth of Polynomials.- Approximation for generalization ofBaskakov-Durrmeyer operators.- A Tour on p(x)-Laplacian Problems When p = .- An umbral calculus approach toBernoulli-Padé polynomials.- Hadamard Matrices: Insights into their growthfactor and determinant computations.- Localized summability kernels for Jacobiexpansions.- Quadrature rules with multiple nodes.- A -summability of sequences of linear conservative operators.- SimultaneousWeighted Approximation with Multivariate Baskakov-Schurer Operators.- Approximationof Discontinuous Functions by q-Bernstein Polynomials.- Nests, and their Rolein the Orderability Problem.- Resolvent Operators for Some Classes ofIntegro-Differential Equations.- Component Matrices of a Square Matrix andtheir Properties.- Solutions of Some Types of Differential Equations and of TheirAssociated Physical Problems by Means of Inverse Differential Operators.- Amodified pointwise estimate on simultaneous approximation byBernsteinpolynomials.- Structural Fixed Point Results in Metric Spaces.- Models of FuzzyLinear Regression: An Application in Engineering.- Properties of Functions ofgeneralized bounded variations.