Nonlinear Analysis and Computational Techniques

Beschreibung

The book focuses on the theory of fixed points, which is a foundation for many branches of pure and applied mathematics. Fixed point theorems have been studied in various function spaces. The book contains modern results on these theorems, investigated in generalized spaces such as S-metric spaces, convex metric spaces, and bipolar metric spaces, with applications in medical imaging. The nonlinear analysis presented in the book is valuable for modeling and solving real-world problems. It includes work on specific nonlinear operators and nonlinear fractional integral equations in Banach spaces. Relevant studies are also included on statistical convergence, inventory model modeling, computational techniques for Sentiment Analysis on Twitter Data, and Blood Management applications. The book is intended for young researchers interested in nonlinear analysis, fixed-point theory, and computational techniques.

Autor*in

Hemant Kumar Nashine

Themen in »Nonlinear Analysis and Computational Techniques«

Coupled fixed point Enriched contraction Fuzzy soft metric spaces Saigo’s fractional q-derivatives Measurable convergence_x000D_ Angereicherte Kontraktion Die fraktionierten q-Derivate von Saigo Gekoppelter Fixpunkt Messbare Konvergenz Unscharfe weiche metrische Räume

Stimmen zu »Nonlinear Analysis and Computational Techniques«

Details

Link teilen