---
product_id: 5227105
title: "Number Theory (Dover Books on Mathematics)"
price: "192 Lei"
currency: RON
in_stock: true
reviews_count: 13
url: https://www.desertcart.ro/products/5227105-number-theory-dover-books-on-mathematics
store_origin: RO
region: Romania
---

# Number Theory (Dover Books on Mathematics)

**Price:** 192 Lei
**Availability:** ✅ In Stock

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- **What is this?** Number Theory (Dover Books on Mathematics)
- **How much does it cost?** 192 Lei with free shipping
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Review: Fresh Air - I recently took a one-semester course using this text. I found it to be one of the best textbooks I've used so far. The exposition was clear and easy to digest, with just the right number of clarifications and examples. The exercises were numerous, challenging and illuminating. No background beyond very basic set theory is assumed, and in fact the writer goes very far out of his way to keep his exposition separate from abstract algebra. This is most evident in the chapter on primitive roots. I can't speak for the second half of the book, on additivity, but I can say with certainty that the first nine chapters are worth the effort.
Review: Excellent text by expert in the field - George Andrews is the reigning expert on partitions in the mathematical community who has written many seminal papers on the subject over the past half-century! If you don't know what partitions are in the theoretical sense, don't worry, the text provides ample introduction. I don't think you can find a more elementary introduction to the difficult, but extraordinarily powerful and elegant theory of partitions. The book covers the basics of number theory well, but it is the chapters on partitions that make this text stand out. It covers the Rogers-Ramanujan identities as well as the Jacobi triple product identity. It is rare in the mathematical community that an expert in a subject also writes a ground-level introductory text - but that's what you have here. Thanks to the dover edition, it's now quite affordable.

## Technical Specifications

| Specification | Value |
|---------------|-------|
| ASIN  | 0486682528 |
| Best Sellers Rank | #88,899 in Books ( See Top 100 in Books ) #6 in Number Theory (Books) #63 in Mathematics (Books) |
| Customer Reviews | 4.6 4.6 out of 5 stars (399) |
| Dimensions  | 5.5 x 0.75 x 8.75 inches |
| Edition  | 1st |
| ISBN-10  | 9780486682525 |
| ISBN-13  | 978-0486682525 |
| Item Weight  | 10.4 ounces |
| Language  | English |
| Part of series  | Dover Books on Mathematics |
| Print length  | 288 pages |
| Publication date  | October 12, 1994 |
| Publisher  | Dover Publications |

## Images

![Number Theory (Dover Books on Mathematics) - Image 1](https://m.media-amazon.com/images/I/61tBtOB1O6L.jpg)

## Customer Reviews

### ⭐⭐⭐⭐⭐ Fresh Air
*by J***R on June 7, 2011*

I recently took a one-semester course using this text. I found it to be one of the best textbooks I've used so far. The exposition was clear and easy to digest, with just the right number of clarifications and examples. The exercises were numerous, challenging and illuminating. No background beyond very basic set theory is assumed, and in fact the writer goes very far out of his way to keep his exposition separate from abstract algebra. This is most evident in the chapter on primitive roots. I can't speak for the second half of the book, on additivity, but I can say with certainty that the first nine chapters are worth the effort.

### ⭐⭐⭐⭐⭐ Excellent text by expert in the field
*by D***R on December 22, 2000*

George Andrews is the reigning expert on partitions in the mathematical community who has written many seminal papers on the subject over the past half-century! If you don't know what partitions are in the theoretical sense, don't worry, the text provides ample introduction. I don't think you can find a more elementary introduction to the difficult, but extraordinarily powerful and elegant theory of partitions. The book covers the basics of number theory well, but it is the chapters on partitions that make this text stand out. It covers the Rogers-Ramanujan identities as well as the Jacobi triple product identity. It is rare in the mathematical community that an expert in a subject also writes a ground-level introductory text - but that's what you have here. Thanks to the dover edition, it's now quite affordable.

### ⭐⭐⭐⭐ Might as well be renamed 'Combinatorial Number Theory'
*by N***E on February 23, 2012*

A few years ago, I read this book by George Andrews of Penn State University into chapter 8 and this 1971 textbook by him already shows his long interest in both combinatorics and number theory. Where I stopped reading was when the author's proofs started being multiple pages long. Here are the titles of the chapters with their starting pages: // PART I Multiplicativity-Divisibility // 1. Basis Representation-3 / 2. The Fundamental Theorem of Arithmetic-12 / 3. Combinatorial and Computational Number Theory-30 / 4. Fundamentals of Congruences-49 / 5. Solving Congruences-58 / 6. Arithmetic Functions-75 / 7. Primitive Roots-93 / 8. Prime Numbers-100 // PART II Quadratic Congruences // 9. Quadratic Residues-115 / 10. Distribution of Quadratic Residues-128 // PART III Additivity // 11. Sums of Squares-141 / 12. Elementary Partition Theory-149 / 13. Partition Generating Functions-160 / 14. Partition Identities-175 // PART IV Geometric Number Theory // 15. Lattice Points-201 / There are four mathematical appendices and the full set of indices after the 15 chapters--213-259. From the complicated table of contents above, one can see a broad sweep of combinatorial number theory. Part I is mostly pretty straight number theory, and that is what I did read. Part III on additivity is almost fully combinatorics more than number theory though. Still the price of this book is quite low to have access to all of this big range of mathematics to pick and choose what is most interesting to any given reader. Recommended.

## Frequently Bought Together

- Number Theory (Dover Books on Mathematics)
- Introduction to Graph Theory (Dover Books on Mathematics)
- Introduction to Topology: Third Edition (Dover Books on Mathematics)

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*Store origin: RO*
*Last updated: 2026-03-03*