Our search has the following Google-type functionality:

If you use '+' at the start of a word, that word will be present in the search results.

*eg. Harry +Potter*

*Search results will contain 'Potter'.*

If you use '-' at the start of a word, that word will be absent in the search results.

*eg. Harry -Potter*

*Search results will not contain 'Potter'.*

If you use 'AND' between 2 words, then both those words will be present in the search results.

*eg. Harry AND Potter*

*Search results will contain both 'Harry' and 'Potter'.*

NOTE: AND will only work with single words not phrases.

If you use 'OR' between 2 single words, then either or both of those words will be present in the search results.

*eg. 'Harry OR Potter'*

*Search results will contain just 'Harry', or just 'Potter', or both 'Harry' and 'Potter'.*

NOTE: OR will only work with single words not phrases.

If you use 'NOT' before a word, that word will be absent in the search results. (This is the same as using the minus symbol).

*eg. 'Harry NOT Potter'*

*Search results will not contain 'Potter'.*

NOTE: NOT will only work with single words not phrases.

If you use double quotation marks around words, those words will be present in that order.

*eg. "Harry Potter"*

*Search results will contain 'Harry Potter', but not 'Potter Harry'.*

NOTE: "" cannot be combined with AND, OR & NOT searches.

If you use '*' in a word, it performs a wildcard search, as it signifies any number of characters. (Searches cannot start with a wildcard).

*eg. 'Pot*er'*

*Search results will contain words starting with 'Pot' and ending in 'er', such as 'Potter'.*

- Sort Results By

A magisterial history of calculus (and the people behind it) from one of the world's foremost mathematicians. [more]

We would all be better off if everyone saw mathematics as a practical ally. Sadly, most of us fear maths and seek to avoid... [more]

Even small children know there are infinitely many whole numbers - start counting and you'll never reach the end. But there... [more]

From Jim Holt, the New York Times bestselling author of Why Does the World Exist?, comes an entertaining and accessible guide... [more]

Suitable for graduate students and professionals, these research notes develop a theory for the Navier-Stokes equations in... [more]

August, 1755. Newcastle, on the north bank of the Tyne. [more]

Part One of this comprehensive treatment develops Euclidean and Bolyai-Lobachevskian geometry on the basis of a Hilbert system,... [more]

Now a vital part of modern economies, the rapid growth of the finance industry in recent decades is largely due to the development... [more]

How can statistics help us understand the world? Can we come to reliable conclusions when data is imperfect? How is statistics... [more]

Get the knowledge and skills you need to solve math problems with confidence! This book won't overwhelm you with endless... [more]

An introduction to awe-inspiring ideas at the brink of paradox: infinities of different sizes, time travel, probability and... [more]

A fascinating exploration of the correlation between geometry and linear algebra, this text also offers elementary explanations... [more]

THE INTERNATIONAL BESTSELLER A brief history of the mathematical ideas that have... [more]

The year's finest mathematical... [more]

The genesis of the digital idea and why it transformed civilization A few short decades ago, we were informed by the smooth... [more]

An exploration of mathematical style through 99 different proofs of the... [more]

Concise and informal as well as systematic, this presentation on the basics of Boolean algebra has ranked among the fundamental... [more]

This concise monograph presents the theory of infinite abelian groups in a convenient form and helps students acquire some... [more]

Quanta Magazine's stories of mathematical explorations show that inspiration strikes willy-nilly, revealing surprising solutions... [more]

More than three centuries after its creation, calculus remains a dazzling intellectual achievement and the gateway into higher... [more]

You can't present the history of art without pictures; equally equations are central to any history of mathematics.<br /><br... [more]

Brief, clear, and well written, this introductory treatment bridges the... [more]

Starting with a discussion of periodic functions, this groundbreaking exposition advances to the almost periodic case. An... [more]

How do you make a decision with numbers? You have to use a kind of math called Boolean algebra-it's a little strange because... [more]

This new edition of a classic textbook develops complex analysis using simple topological ideas to translate visual intuition... [more]