Nonarchimedean Functional Analysis by Peter Schneider offers a rigorous and self-contained introduction to the theory of topological vector spaces over nonarchimedean fields, such as the field of p-adic numbers. Unlike classical functional analysis, this book adapts key concepts—like locally convex spaces, duality, compactoid sets, tensor products, and nuclearity—to the ultrametric setting.
A comprehensive intermediate algebra textbook enriched with guided exercises and integrated SMART CD-ROM resources. It covers polynomial, rational, logarithmic, exponential topics, systems, and quadratic equations, all tailored to enhance interactive learning and student understanding.
For courses in intermediate algebra that fully incorporates graphing calculators.this text was written specifically to incorporate?throughout?all the amatyc standards for intellectual development, content, and pedagogy. Experiencing algebra combines beginning and intermediate algebra concepts and actively involves students in a “total algebra experience.” thomasson and pesut integrate the u…
Textbook of Mathematical Analysis by A.K. Sharma is designed to serve as a foundational text for undergraduate students in mathematics and related fields. The book covers essential topics in real analysis, including sequences, series, continuity, differentiation, integration, and functions of several variables. It emphasizes clear explanations, step-by-step derivations, and numerous solved exam…
A 4th‑grade elementary math textbook from the Real Math series that emphasizes conceptual understanding through real‑world contexts, problem-solving, and collaborative group activities.