and covers foundational topics essential for B.Sc. and B.A. mathematics students. Real Number System
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| | Subtopics Typically Included | | :--- | :--- | | Foundations of Analysis | Number systems, functions, limits, continuity, and the derivative. | | Applications of Derivatives | Applications in mechanics, geometry, and the theory of equations. | | Advanced Theorems & Series | Taylor's theorem with remainders and the representation of functions as series. | | Maxima & Minima | Finding maxima and minima of functions. | | Multivariable Calculus | Functions of two variables and hyperbolic functions. | | Real & Metric Spaces | Euclidean and metric spaces (for advanced students). | and covers foundational topics essential for B
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| | Details | | :--- | :--- | | Full Title | Differential Calculus: An Introduction to Analysis (Part I) | | Authors | Ram Krishna Ghosh, Kantish Chandra Maity | | Publisher | New Central Book Agency | | Publication Date | October 1, 2020 | | ISBN (2020 edition) | 9781642879483 | | ISBN (older edition) | 9788173814372 | | Page Count | 1268 pages (approx.) | | Format | eBook (PDF), Hardcover | Real Number System Authors and publishers invest immense
Systematic presentation of basic abstract concepts including limits, continuity, and differentiation of real functions. Length: Approximately 1,265–1,290 pages. Recent Edition: 13th Revised Edition (2011/2021). Digital and Physical Availability
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