Results for mathematical analysis

Delve into the fascinating world of trigonometric sums, exploring their profound applications across Number Theory and Mathematical Analysis. This essential exposition provides in-depth insights into the properties and computational aspects of these sums, a cornerstone of Analytic Number Theory and related fields, appealing to researchers and advanced students in Mathematics.

This comprehensive treatise delves into the fundamental principles of differential and integral calculus. It offers a thorough exploration of mathematical analysis, covering essential theories, concepts, and practical applications. An indispensable guide for students and practitioners aiming to master advanced mathematics.

Explore the fundamental principles of mathematical analysis with Malik Arora's Real Analysis, a comprehensive and highly regarded textbook. This essential resource covers core topics such as metric spaces, sequences and series, continuity, uniform convergence, and Lebesgue integration, making it an indispensable guide for advanced undergraduate and postgraduate students of mathematics.

Explore the fundamental mathematical and electrical principles governing various machine topologies, essential for understanding the design and operation of modern electric machines and their sophisticated drive systems. This comprehensive overview covers core concepts, analytical models, and the diverse configurations utilized in high-performance motor drives, providing crucial insights for electrical engineering professionals and students alike.

Explore the intricate world of advanced mathematics with this comprehensive calculus book by Bramanti and Pagani. Designed as an essential resource, it provides an in-depth guide to complex mathematical analysis and precise calculation methods, perfect for students and professionals seeking a rigorous understanding of the subject.

This document delves into the advanced mathematical study of parabolic quasilinear equations, specifically focusing on the sophisticated methods and theories for minimizing linear growth functionals. It highlights recent progress and significant developments in this intricate area, marking its importance in contemporary mathematical research and its broader applications within the field.

This explores the elliptic theory on singular manifolds, a significant area of research in mathematics. It delves into the analysis of elliptic operators on spaces with singularities, examining the interplay between analytic and geometric properties. The study is crucial for understanding complex phenomena in various fields, including mathematical physics and theoretical computer science, by providing a framework for dealing with non-smooth domains and operators.

Explore the foundational theory, advanced methods, and diverse applications within the field of Computational Mathematics. This content series delves into crucial mathematical analysis techniques and numerical methodologies, providing comprehensive insights for both academic research and practical problem-solving across various disciplines.

Explore the latest advances in deterministic and stochastic analysis, covering topics from mathematical modeling and computational methods to probability theory and applications in various fields. Discover new research and perspectives on these fundamental areas of analysis and their impact on scientific and engineering disciplines.

Delve into the rigorous world of advanced calculus with the comprehensive insights from Woods. This essential text covers topics ranging from multivariable functions and vector analysis to complex mathematical analysis, providing a robust foundation for students and professionals seeking a deeper understanding of higher-level mathematics.