Fractal Calculus and Set-valued Integration Theory

This book covers topics in statistical convergence, transformation methods, sequence spaces, set-valued integrals, and fractal calculus. It features recent advances and international contributions, offering practical tools, techniques, and new research directions for researchers. This volume highlights current research in summability theory, functional analysis, Choquet integrals, mixed continuous-discrete problems, fractal calculus, and their applications in mathematics, engineering, science, and the arts. This book discusses new research directions in statistical convergence, integrable multifunctions, Hausdorff dimension, fractal and fractional calculus, and fractal differentiation. It builds on prior studies and presents up-to-date findings and applications for researchers. This book explores summability theory, set-valued integrals, and fractal calculus, making these complex topics accessible to both newcomers and experts. It combines foundational concepts with modern algorithms.