---
product_id: 209697980
title: "A Course of Pure Mathematics (Cambridge Mathematical Library)"
price: "€ 113.48"
currency: EUR
in_stock: true
reviews_count: 11
url: https://www.desertcart.gr/products/209697980-a-course-of-pure-mathematics-cambridge-mathematical-library
store_origin: GR
region: Greece
---

# A Course of Pure Mathematics (Cambridge Mathematical Library)

**Price:** € 113.48
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- **What is this?** A Course of Pure Mathematics (Cambridge Mathematical Library)
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## Description

Buy A Course of Pure Mathematics (Cambridge Mathematical Library) Centenary edition by G.H. Hardy (ISBN: 9780521720557) from desertcart's Book Store. Everyday low prices and free delivery on eligible orders.

Review: The CLASSIC !!!, - The book that anyone interested in maths must have on his bookshelf : the prelude to any other book on analysis ! Hardy's crystal-clear, no fuss, precise and concise style at its best. My preferred chapter to be found nowhere else : chapter X, on the general theory of the logarithmic, exponential and circular functions When in doubt, I always go back to Hardy.
Review: What style! This book will live forever! - G H Hardy's book is the pioneer in the field of introducing the formal and rigorous principles of Mathematical Analysis. By Hardy's own admission, the book sprang from the void that existed prior to its publication in 1907. In a word, the hallmark of this book is "style", and Hardy must be the original style guru as far as Pure Mathematics goes. The book covers all the essential elements one would expect to see in an introductory course in the subject, namely the notion of a limit and its application to sequences, series, a comprehensive yet elementary exposition of convergence and its use in the definition of functions, differentiation and integration. All of the main theorems of the calculus of the real variable are covered. The latter chapters address the general theory of logarithmic, exponential and circular functions. Despite the glut of books on the subject of Real Analysis that are on the market, and there are some VERY GOOD ones, this is the classic text that every serious student of Pure Mathematics should begin with. Texts with more general coverage of real analysis such as Tom Apostol's Mathematical Analysis can follow thereafter. This book is nearly 100 years old. You can bet that it will still be around 100 years from now!

## Technical Specifications

| Specification | Value |
|---------------|-------|
| Best Sellers Rank | 421,057 in Books ( See Top 100 in Books ) 5,266 in Popular Mathematics 17,824 in Scientific, Technical & Medical |
| Customer reviews | 4.2 4.2 out of 5 stars (27) |
| Dimensions  | 15.21 x 3.38 x 22.91 cm |
| Edition  | Centenary edition |
| ISBN-10  | 0521720559 |
| ISBN-13  | 978-0521720557 |
| Item weight  | 750 g |
| Language  | English |
| Part of series  | Cambridge Mathematical Library |
| Print length  | 530 pages |
| Publication date  | 13 Mar. 2008 |
| Publisher  | Cambridge University Press |

## Images

![A Course of Pure Mathematics (Cambridge Mathematical Library) - Image 1](https://m.media-amazon.com/images/I/71E3cpuZw5L.jpg)

## Customer Reviews

### ⭐⭐⭐⭐⭐ The CLASSIC !!!,
*by A***A on 20 January 2013*

The book that anyone interested in maths must have on his bookshelf : the prelude to any other book on analysis ! Hardy's crystal-clear, no fuss, precise and concise style at its best. My preferred chapter to be found nowhere else : chapter X, on the general theory of the logarithmic, exponential and circular functions When in doubt, I always go back to Hardy.

### ⭐⭐⭐⭐⭐ What style! This book will live forever!
*by J***A on 21 July 2011*

G H Hardy's book is the pioneer in the field of introducing the formal and rigorous principles of Mathematical Analysis. By Hardy's own admission, the book sprang from the void that existed prior to its publication in 1907. In a word, the hallmark of this book is "style", and Hardy must be the original style guru as far as Pure Mathematics goes. The book covers all the essential elements one would expect to see in an introductory course in the subject, namely the notion of a limit and its application to sequences, series, a comprehensive yet elementary exposition of convergence and its use in the definition of functions, differentiation and integration. All of the main theorems of the calculus of the real variable are covered. The latter chapters address the general theory of logarithmic, exponential and circular functions. Despite the glut of books on the subject of Real Analysis that are on the market, and there are some VERY GOOD ones, this is the classic text that every serious student of Pure Mathematics should begin with. Texts with more general coverage of real analysis such as Tom Apostol's Mathematical Analysis can follow thereafter. This book is nearly 100 years old. You can bet that it will still be around 100 years from now!

### ⭐⭐⭐ Not everything that is old is a Classic
*by C***N on 8 March 2017*

It is a classic Book in terms of ideas but very dated in terms of problem solving support.....a modern book of Pure Maths would do more than just cover ideas then expect you to solve a collection of challenging problems; I would be very surprised if anyone praising it here could solve 50% of problems Hardy sets??

## Frequently Bought Together

- A Course of Pure Mathematics Centenary edition (Cambridge Mathematical Library)
- An Introduction To The Theory Of Numbers

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*Store origin: GR*
*Last updated: 2026-05-13*