Mathematical Analysis and its Applications

Auteur

Ferit Gürbüz has BSc (Maths), MSc (Maths) and PhD (Maths) degrees from Ankara University, Ankara, Turkey in 2008, 2011 and 2015, respectively. He is a Professor in the Department of Mathematics at K rklareli University (Turkey). His areas of interest are Harmonic analysis, Morrey type spaces, Besov-Triebel-Lizorkin type spaces, Herz type spaces, p-adic function spaces, variable exponent, singular integrals, pseudo differential operators, maximal function, Riesz potential, oscillation and variation operators, intrinsic square function, rough kernel, Marcinkiewicz integrals, p-adic fractional Hausdorff operator etc. He has served as an editor and referee for many journals and books. He has also written many articles and book chapters.

Texte du rabat

The book covers contemporary topics in mathematical analysis and its applications, and provides readers a better understanding of discussed research problems by presenting related developments in reasonable details. It strives to bring scientists, researchers and scholars together on a common platform.

Contenu

Preface. Approximation Results for Stochastic Processes via Statistical Convergence Based on a Power Series. Fractional Korovkin-type Results by P-statistical Convergence. Two Approaches for Evaluating the Period Function of Some Hamiltonian Systems. Continuous Characterizations of Weighted Besov and Triebel-Lizorkin-Type Spaces. Variable Exponent Vanishing Morrey Type Spaces on Unbounded Domains. Boundedness of the Intrinsic Square Function on Herz Spaces with Variable Exponents. q-Deformed and -Parametrized Hyperbolic Tangent Function Relied Complex Valued Trigonometric and Hyperbolic Neural Network High Order Approximations. Nonlinear Exponential Sampling: Approximation Results and Applications. Refinements and Reverses of Some Inequalities for the Normalized Determinants of Sequences of Positive Operators on Hilbert Spaces. Fuzzy Inference Based Approach of Ant Colony Optimization (ACO) in Fuzzy Transportation Models. Index.