This rigorous textbook is intended for a year-long analysis or advanced calculus course for advanced undergraduate or beginning graduate students. Starting with detailed, slow-paced proofs that allow students to acquire facility in reading and writing proofs, it clearly and concisely explains the ba
A First Course in Analysis
β Scribed by Conway, John B
- Publisher
- Cambridge University Press
- Year
- 2018;2017
- Tongue
- English
- Series
- Cambridge mathematical textbooks
- Category
- Library
No coin nor oath required. For personal study only.
β¦ Synopsis
The real numbers ; Differentiation ; Integration ; Sequences of functions ; Metric and Euclidean spaces ; Differentiation in higher dimensions ; Integration in higher dimensions ; Curves and surfaces ; Differential forms.
β¦ Table of Contents
The real numbers
Differentiation
Integration
Sequences of functions
Metric and Euclidean spaces
Differentiation in higher dimensions
Integration in higher dimensions
Curves and surfaces
Differential forms.
β¦ Subjects
Analyse mathΓ©matique;Analyse matheΜmatique
π SIMILAR VOLUMES
The real numbers -- Differentiation -- Integration -- Sequences of functions -- Metric and Euclidean spaces -- Differentiation in higher dimensions -- Integration in higher dimensions -- Curves and surfaces -- Differential forms.;"This rigorous textbook is intended for a year-long analysis or advan
This rigorous textbook is intended for a year-long analysis or advanced calculus course for advanced undergraduate or beginning graduate students. Starting with detailed, slow-paced proofs that allow students to acquire facility in reading and writing proofs, it clearly and concisely explains the ba
This book is an introductory text on real analysis for undergraduate students. The prerequisite for this book is a solid background in freshman calculus in one variable. The intended audience of this book includes undergraduate mathematics majors and students from other disciplines who use real anal
I'm an electrical engineer, with a focus in signal processing. This is the book I learned Fourier analysis from, and once I did, the classes that EEs usually dread were relatively easy for me. This is the only textbook I actually read every chapter of (and we only covered the first half in the Fou