Library Book Reviews (by Author)
Reviewed by Mr Power
**Flatland - Edwin Abbott**
Can you imagine what it would be like to live in a flat (2-dimensional) world? How would you pass someone on the street? This Victorian classic certainly makes you think in a way you will never have thought before!
**1089 and all that - David Acheson**
A small book that explains some big ideas in a simple way. Definitely worth the short time it will take to read.
**Proofs from THE BOOK – Martin Aigner and Gunter Ziegler**
Paul Erdos always talked about THE BOOK, in which God maintains perfect proofs for theorems. This book is an attempt to gather together as many proofs that might deserve a place in THE BOOK. Dip in and see what you find!
**Uncle Petros and Goldbach’s Conjecture – Apostolos and Doxiadis**
A mathematical novel about Uncle Petros and the discovery by his young nephew that Petros been thinking deeply for much of his life about mathematical problem. Try this if you want to see Mathematics a little differently.
**Seduced by logic – Robyn Arianrhod**
Two outstanding women in Mathematics are described in this book, one a contemporary of Newton and the other someone who helped to develop Newtonian mechanics. Read their stories.
**Super crunchers - Ian Ayres**
How numbers can be used to predict the future …. this book looks at the recent explosion in the use of numerical data (rather than professional opinion) to shape planning for the future. Rather than relying on experts, the future may well rest on whether the “computer says no”. Very readable and very interesting.
**Think of a number - Johnny Ball**
Once upon a time Zoë Ball’s dad, Johnny, was the famous one. His TV show entertained and inspired me when I was at school and perhaps this book will do the same for you. Dip in and enjoy.
**Strange Curves, Counting Rabbits and other Mathematic Explorations - Keith Ball**
This book is full of lovely Mathematical ideas – some easy to understand, some rather harder. Dip into it and see what you find.
**Mathematical Recreations and Essay - W W R Ball**
First published in 1892, this book is full of wonderful mathematical ideas and situations. Read a page at random and see where it leads.
**The infinite book - John D. Barrow**
Infinity is one of my favourite subjects. Try this book to discover some of the amazing properties of this concept. Some infinities bigger than others? Why time travel can’t be possible? Lots of jokes? This book combines history, science fiction, mathematics and pretty much everything in between. An interesting read for anyone.
**Randomness - Deborah Bennett**
What are the odds? What a coincidence!? The Law of Probability says …
If you want to know a little more about the chances of things happening and the likelihood of bizarre coincidences then read this book. Well written and full of interesting stories.
**The tiger that isn’t - Michael Blastland and Andrew Dilnot**
This is a very intelligently written book about how to make sense of the wealth of numbers that surround us all the time but we probably don’t think about carefully enough. What does Government spending of £300 million really mean? What is “average pay”? Should we believe school league tables? This book is very readable but also contains some very powerful arguments. Well worth the time spent on reading it.
**The Norm Chronicles – Michael Blastland and David Spiegelhalter**
This book may change the way you view the world. It analyses both the sort of risks we face every day and the ones we will hopefully never face, enabling the reader to take a more rational view of the risks they face.
**The Joy of pi - David Blatner**
All you ever wanted to know about pi and more. This is a great book to dip in to, it even tells you the first million digits of pi!
**An introduction to determinants and matrices - F Bowman**
For the enthusiast (or Further Mathematician) only. This book introduces the powerful idea of matrices.
**A History of Mathematics - Carl B Boyer**
This book deserves its place in the reference section of the Library. It is a comprehensive account of the history and development of Mathematics. Admittedly this is not a “cover to cover” read but if you want to find out about a Mathematician or the origins of a Mathematical topic then this is a great place to start!
**The Egyptians – Mary Brading**
Activities and stories about the Ancient Egyptians. This book is interesting and fun without being too hard! Try it and see.
**The Greeks - Mary Brading**
Activities and stories relating to Ancient Greek Mathematics. Similar to the one on the Egyptians but on the Greeks instead!
**Conned again, Watson - Colin Bruce**
Sherlock Holmes gets to the bottom of some puzzling Mathematical problems with Watson’s help. Part story book, part guide to areas of Maths you might not have visited before, a good book for a rainy day.
**How round is your circle? - John Bryant and Chris Sangwin**
This book asks and answers some interesting questions. For example: How can you draw an exactly straight line? How do you tell if a circle is really round? How can you drill a square hole? The writers combine practical solutions with some intriguing mathematical techniques. Hard work in places but worth flicking through to see what might catch your imagination.
**The Fascination of Groups - F J Budden**
The subject of groups is hugely important in Higher Mathematics with uses in unexpected areas from subatomic particles to the Rubik’s Cube. This book covers a great deal of material in plenty of detail. If you are thinking of Maths at University then have a look at this book.
**Elementary Calculus - G W Caunt**
Calculus textbook with lots of questions (and even the answers!). May help with that tricky integral you were stuck on.
**Infinitesimal Calculus - G W Caunt**
See how calculus was taught around the time of the First World War. Includes a section on Virtual Work, now there’s an idea!
**A Basic Course in Statistics - G M Clarke & D Cooke**
This book provides a good source of alternative explanations to A-Level standard statistical ideas.
**The Book of Numbers – John Conway and Richard Guy**
A wonderful book from one of the greatest living British mathematicians – John Conway. Included are huge numbers of powerful mathematical ideas covered through talking in simple terms about numbers and the patterns they make.
**Concise Dictionary of Mathematics - C Clapham**
An excellent reference book if you are ever confused about the words used in Mathematics.
**Mathematicians - Marianna Cook**
This is a wonderful book, full of photographs of prominent Mathematicians from around the world. Each one writes briefly about their work and what brought them to study Mathematics in the first place. An excellent book to dip into – who knows, it might inspire you to become a Mathematician too!
**The Curves of Life - Theodore Cook**
Ever wondered where Mathematics appears in Nature? This book has hundreds of examples illustrated by lots of pictures. It also looks at buildings, architecture and Art. A book to dip into rather than read cover to cover, probably.
**Mathematical Models - Cundy & Rollett**
Solving equations using water? Impossible you say, well try p 190. This classic book is full of ideas for models and patterns. It is hard work in places but see what you can do given a bit of effort!
**Descartes’ Dream - Philip Davis & Reuben Hersh**
This book examines the effect of computers on the world around us. Full of interesting examples and deep ideas.
**The Mathematical Experience - Philip Davis and Reuben Hersh**
A classic. Full of examples and ideas showing how powerful Mathematics can be and where it is used.
**Prime Obsession - John Derbyshire**
Not another book on the Reimann Hypothesis I hear you say. Well, yes it is, but if you are going to be the one who claims the $1000000 prize for solving this greatest of modern Mathematical riddles you will need as much information as you can get. This book is detailed but readable, full of anecdotes as well as Mathematics.
**Unknown Quantity - John Derbyshire **
A wonderful book that combines history and Mathematics to tell the tale of algebra. The characters are never boring (one died in a duel aged 20, another was skinned alive by an angry mob) and although many complex ideas are visited, the author explains them clearly and simply. Try it and see what you think.
**Mathematics & Measurement - O Dilke**
A surprisingly interesting look at the history of measurement in the ancient world. Worth a dip.
**Logicomix: An epic search for truth – Doxiadis and Papadimitrious**
A comic book? In the Maths section of the library? No, a “graphic novel” which uses the style of a comic to tell the amazing story of Bertrand Russell and his quest to put the foundations of mathematics on firm logical ground. A lovely book – try it and you may well be hooked!
**The Mathematical Universe - William Dunham**
An alphabetical tour through lots of areas of Mathematics, some quite complicated, some quite easy. Choose a chapter and see what you think!
**How many socks make a pair? - Rob Eastaway **
This is a very readable, well written book containing lots of interesting information. Want some Sudoku tips? How does the Dragon Curve come about by simply folding a piece of paper lots of times? Need some more card tricks? Just try a chapter and see what you learn.
**Why do buses come in threes? - Rob Eastaway & Jeremy Wyndham**
A great book on the Mathematics that is all around us. The writers aim to settle questions such as “What’s the best bet?”, “How do you explain a coincidence?” and “Why do buses come in threes?”. Well written and very entertaining.
**How to take a penalty - Rob Eastaway and John Haigh**
More Mathematical curiosities from these excellent authors but this time the situations all involve sport. You can learn the best strategy when taking penalties and much, much more.
**The Number Devil - Hans Magnus Enzensberger**
Bizarre but rather wonderful, this book describes the dreams of a boy called Robert and his encounters with the Number Devil who shows him some lovely ways of thinking about numbers and how they behave. Try it and see if you like it!
**Adventures with impossible figures - Bruno Ernst**
If you have ever wondered how optical illusions work then this book will explain in a clear and exciting way. This is one of my favourite books. Try it!
**The Magic Mirror of M. C. Escher - Bruno Ernst**
I love this book. It is full of pictures by Escher but also shows how he came up with the ideas behind them. If you like Art or optical illusions then this is the book for you.
**The History of Mathematics – A Reader - Fauvel & Gray**
Plato, Euclid, Fermat, Newton, Galois, Möbius etc….. This book contains their writings in their own (translated) words. Fascinating.
**Higher Algebra - W L Ferrar**
A classic algebra textbook tackling topics from ‘A’-Level and beyond.
**Higher Algebra II - W L Ferrar**
The sequel.
**Surely you’re joking Mr Feynman - Richard Feynman**
Not, strictly speaking, a Mathematician but such an interesting character that I recommend this book unreservedly. Feynman combined a life in Physics, culminating in a Nobel Prize, with being a great practical joker, safe cracker, bongo player and storyteller. A great autobiography.
**What do you care what other people think? - Richard Feynman**
More adventures of Richard Feynman, Nobel Prize winning Physicist. Some great stories. Read this after you have read “Surely you’re joking Mr Feynman”.
**In Code - Sarah Flannery**
A school girl? Cracking ‘unbreakable’ codes? Designing methods that computer companies around the world want to buy? This book tells the story of Sarah Flannery in her own words. Very readable, always interesting. Perhaps you will try to follow in Sarah’s footsteps??
**The great mathematicians – Raymond Flood and Robin Wilson**
A huge number of interesting and important figures from the history of Mathematics are included in this book. Learn about some of the people who have been instrumental in creating the world we know today. Very readable and full of interesting stories.
**Mathematical puzzling - Tony Gardiner**
This book is full of unusual but challenging puzzles for those spare moments in the day when you want something interesting to do. Dip into this book and I am sure you will get hooked.
**Colossal book of short puzzles and problems - Martin Gardner**
Martin Gardner practically created the modern idea of recreational Mathematics. Through his games and puzzles he has inspired countless people to pursue Mathematics further and deeper. You will find a huge number of interesting, challenging and fruitful puzzles in this book. Try a few and you may well be hooked too!
**Mathematical Puzzles and Diversions from Scientific American - Martin Gardner**
Want to know about Hexaflexagons or 3D noughts and crosses? The Tower of Hanoi or Sam Loyds classic puzzles? This book will explain lots of interesting ideas and puzzles in a very understandable way. Gardner is an exceptional guide. Do not be put off by the fact that the cover looks old. An excellent book.
**Fascinating Fibonaccis - T H Garland**
1,1,2,3,5,8,……….adding the previous two numbers to get the next one gives the Fibonacci sequence. This lovely book explains the origins and occurrences of this sequence all around us. Well-explained and clear, this book is entertaining and intriguin**g.**
**Perfect rigour: a genius and the mathematical breakthrough of the century – Masha Gessen**
Grigori Perelman is one of the world’s greatest living mathematicians. He is also a very interesting and unusual character. This book tells the story of Perelman’s successes but also of the battles he has fought and the enigmatic life he now leads.
**Mathematics – A Very Short Intro - Tim Gowers **
This is a deceptively small and simple book. Tim Gowers is one of the foremost Mathematicians of the age – and is British. He explains what Mathematics is in simple terms but manages to include some very profound ideas at the same time. An exceptionally good book.
**The Princeton Companion to Mathematics - Tim Gowers (Editor)**
This magnificent book is a wonderful work of reference for Mathematics. If you want to know about Mathematicians through history, if you want to discover the starting points for academic research, if you want to read about the background, philosophy and aims of Mathematics, you can. It is all in here, and more!
Do not be put off by the technical terms, the text is readable and is full of Mathematical gems. Try it and see!
**Statistics: a complete introduction – Alan Graham**
This is really straightforward and surprisingly readable book on all things statistical. Bought for Psychology students, it is actually very good for mathematicians too!
**Train your brain: a year’s worth of puzzles – George Gratzer**
Lots and lots of lovely puzzles and the answers. What more could you want?
**Mathematics: from the birth of numbers - Jan Gullberg**
This is a very authoritative book on the history and theory of Mathematics. Not a light read but packed full of interesting ideas and facts. Also included are lots of worked examples of particular methods.
**Mathematical excursions to the world’s greatest buildings – Alexander J. Hahn **
Interested in architecture? And Mathematics? This book combines the two to explore some amazing buildings. From the great buildings of the Middle Ages to the most exciting modern ones. Containing wonderful pictures, this book combines Mathematics and the real world.
**Taking Chances – Winning without Probability - John Haigh**
If you really want to know what is going on when you play games of chance then this is an excellent place to start. Thorough but entertaining, this book sets out to explain the role of probability in winning.
**Solid Geometry - J S Hails & E J Hopkins**
A textbook for the “good old days” of A-Level geometry.
**A Mathematician’s Apology - G H Hardy**
An absolute classic from one of Britain’s greatest Mathematicians. His musings on Mathematics between the World Wars are worth reading purely from a historical perspective. However, they are also intriguing if you have any hint of being a Mathematician yourself.
**An introduction to the Theory of Numbers – G. H. Hardy and E. M. Wright**
The classic work on Number Theory, this book is not for the faint-hearted but if you are intrigued by how whole numbers actually work then this is the book for you. Suitable only for serious Mathematics students. Is that you?
**Impossible? - Julian Havil**
Another inspirational book from Dr Havil who teaches “down the hill”. There are lots of snippets of intriguing, unexpected mathematical results in this book. The level of knowledge needed in places is high but there are enough comments, jokes and pieces of history to suggest that learning the Mathematics to be able to read the details would be time well spent.
**Nonplussed! - Julian Havil**
Not for the faint-hearted, this is a thought provoking book that uses Mathematics, some of it hard, to investigate some interesting situations. Hard work on this book will be rewarded with some impressive insights.
**The irrationals: the story of the numbers you can't count on – Julian Havel**
The history and mathematics of a group of very special numbers. Irrational numbers are all around us but have some very strange properties. Pattern-free, unending decimals, perhaps you should know bit more about these numbers? Some hard maths included but skim through and see what you find interesting.
**Leonhard Euler: a man to be reckoned with – Andreas Heyne and Alice Heyne**
It is not often that you find a “cartoon book” in the Maths section of the Library but this one deserves its place. It tells the life story of one of the greatest and most prolific mathematicians in history, Leonhard Euler. Read and learn.
**Mathematics for the curious - Peter M. Higgins**
Ever wondered when the hands on a clock coincide? This book presents lots of interesting and enlightening problems in an accessible way. As the title says, if you are intrigued by Maths this could be the book for you.
**Alan Turing: the enigma - Andrew Hodges**
Alan Turing was the “resident genius” at Bletchley Park where German Enigma codes were cracked towards the end of the Second World War. This alone would make his biography worth reading. However, Turing was also a key figure in the birth of computing and artificial intelligence. Very detailed but very interesting – give it a go!
**The Man who loved only numbers - Paul Hoffman**
A wonderful book about one of Mathematics’ true eccentrics. Well told and always entertaining, this is an excellent read.
**Gödel, Escher and Bach: An Eternal Golden Braid - Douglas Hofstadter **
If you can understand this book, come and explain it to me!
**How to think like a mathematician – Keith Houston**
This is a really good book to read if you're thinking of studying Mathematics at University. It contains lots of really good advice, presented in a very accessible way. Powerful ideas, worth the effort.
**How to lie without Statistics - Darrell Huff**
A lovely little book that explains how statistics should only be trusted if fully understood. In the hands of a crook you might be made to believe almost anything!
**The Divine Proportion - H E Huntley**
A lovely little book full of the beauty and simplicity of Mathematics. If the Da Vinci Code has inspired you to find out more about phi then this book will help.
**The Universal History of Numbers - Georges Ifrah**
If you want to see how many different systems and symbols have been used to count then this is the book for you. Hugely detailed so perhaps best dipped into when you want information.
**Remarkable Mathematicians - Ioan Jones**
An excellent book giving brief biographies of 50 of the most important Mathematicians in history. Each story is short enough to make a quick read. The book as a whole gives a fascinating insight into the diversity of characters who have contributed to the subject over the years.
**The man who knew infinity - Robert Kanigel**
Ramanujan’s story is one of genius in a raw untutored form. G.H. Hardy recognised the potential in the letter he received from India and brought Ramanujan to Cambridge to join him in discovering powerful new Mathematical gems. Tragic ending but an absolutely amazing tale.
**Amazing Origami - Kunihiko Kashara**
Beautiful models made by just folding squares of paper. This book encourages you to make some truly stunning models but also to think about the Mathematics involved. Excellent.
**A History of Mathematics - Victor Katz**
This is a good book for reference and the occasional bizarre story. The text does go into detail so possibly not suitable for a light read!
**The Pleasures of Counting - T. W. Korner**
For the real enthusiast only! This book has lots of interesting tales of Mathematics and its uses but goes into considerable detail. If you are willing to persevere, you may unearth some real gems.
**Vectors - E H Leaton**
A textbook on vectors from their simplest form to Further Maths level. Possibly good for reference.
**A concise introduction to Pure Mathematics - Martin Liebeck**
If you are considering studying Mathematics at University then this book will give you a flavour of the sort of things you will meet. Although at first sight the material us rather dry and abstract, if you persevere you will learn some powerful ideas and enjoy the process too!
**Measurement – Paul Lockhart**
An unusual book and one in which the author tries to open the readers mind to some of the subtleties of Mathematics in general and measurement in particular. Different but accessible and fun – try it if you want to understand a little more about how we measure the world around us.
**Statistics – A first course -Robert Loveday**
An old-fashioned statistics text book covering GCSE and some A-Level material.
**Fundamentals of University Mathematics – McGregor, Nimmo and Strothers**
For those thinking about studying Mathematics at University this book will give you a taste of the style of Mathematics at that level. Hard work but worth the effort.
**Number - John McLeish**
This book works its way through an impressive number of periods in history showing the way Mathematics has evolved and grown. Not the easiest of reads but worth the effort.
**Elementary Vector Algebra - A M Macbeath**
A textbook on vectors. Well explained with clear diagrams – this book may help you if you are stuck on vectors at A-Level.
**The fractal Geometry of Nature - B B Mandelbrot**
A complex book full of rather wonderful illustrations. Mandelbrot was one of the founders of the study of fractal geometry.
Video games today owe a great debt to this man!
**The Story of Mathematics - Richard Mankiewicz**
An excellent book on the history of Mathematics. Full of interesting pictures and readable text. Good for reference.
**Bourbaki: A secret society of Mathematicians - Maurice Mashaal**
This is a very special book – it isn’t often that a Maths book will contain tales of a secretive group of Mathematicians who fooled the Mathematical world but whose intentions were wholly honourable. This book is an incredibly rich mixture of history, Mathematics and interesting stories. I dare you to read it!
**Thinking Mathematically – John Mason et al**
This is a different type of book to the majority in the Maths section of the Library. It asks you to think about how you think mathematically. Very well written and full of interesting ideas, this book may well make you a better mathematician than when you started reading it
**e: the story of a number - Eli Maor**
Lots of interesting things rely on the number e, the interest on a savings account, the seeds in a sunflower and even the Gateway Arch in St Louis. This book is quite hard work but it does explain the story of this essential number in detail. If you want to know about e, this is the book for you.
**Fallacies in Mathematics - E A Maxwell**
This is a book a Sixth Form Mathematician might appreciate. It examines lots of examples of false thinking that produce plausible but wrong conclusions. For example, there is a “proof” that 4 = 0 and a “proof” that all triangles are isosceles. Not the easiest of reads but some real gems are hidden away in this book.
**Imagining numbers - Barry Mazur**
This book by eminent mathematician, Barry Mazur, offers an introduction into a world where negative numbers do have square roots. From this simple idea a huge area of Mathematics has grown. Mazur has the skill of explaining complex ideas in a simple way. Try it and see!
**How to guard an art gallery – T. S. Michael**
The number of guards needed in an art gallery depends on the shape of the rooms. Mathematics can investigate this question and the ideas involved are rather interesting. This book examines this problem and other similar quirky counting problems.
**A Beautiful Mind - Sylvia Nasar**
This is an excellent book – more satisfying and more realistic than the film starring Russell Crowe. Find out about the amazing life of John Forbes Nash, a Mathematician, Nobel Prize winning economist and schizophrenic.
NB In biography section of Library.
**The Poincare Conjecture - Donal O’Shea**
The Poincare conjecture is a century-old problem posed by one of the most important Mathematicians of the 19th century. It concerns the possible shape of the universe and had been unsolved until relatively recently. Would the solver claim the million dollar prize on offer? Would he accept a Fields Medal – the Mathematical equivalent of a Nobel prize? Read on and find out.
**Mathematic Scandals - Theoni Pappas**
Great stories told in an exciting way. This book hardly contains any numbers but is full of the interesting (and sometimes obsessive) people behind Mathematics. This is a fun book to read.
**The adventures of Penrose the mathematical cat - Theoni Pappas**
Penrose the cat leads you through a whole range of Mathematical activities … from tangrams to infinity. Worth a look if you are bored and want an entertaining challenge.
**Triangles, Pyramids & Cones - Peter Patilla **
This book does what it says in the title. Pretty pictures and simple ideas.
**Beyond Numeracy - John Allen Paulos**
This book contains a huge number of interesting topics in Mathematics explained clearly but also with great humour. It would be a great starting point and will hopefully spur you on to explore more deeply many of the ideas illustrated.
**Numbers - Richard Phillips**
This book looks at the properties of the numbers from 0 to 200 in detail and some others too. Full of lots of nice pictures and interesting facts.
**A passion for Mathematics - Clifford A Pickover**
This book is an amazing hotchpotch of quotations, puzzles, definitions, facts and puzzles. Open it at any page and I am sure you will find something interesting or a puzzle that you will want to have a go at.
**Mathematics in India – Kim Plofker**
Indian Mathematics has a history going back thousands of years and can rightly claim to be the origin of many ideas we use today, from “Arabic” numerals to the use of a zero. This is a very detailed but hugely informative book which may change your views about the origins of Mathematics
**How to solve it - G Polya**
An absolute classic. This book looks at how to go about solving problems, giving practical suggestions, hints and methods. Read this if you are serious about solving.
**Murderous Maths - Kjartan Poskitt**
This is a funny but intelligent book introducing many Mathematical ideas in a way that anyone could understand. Try it.
**More Murderous Maths - Kjartan Poskitt**
More of the same. If you’ve read Murderous Maths then you will definitely want to read this entertaining look at some interesting bits of Mathematics.
**Whoever thought of that? – Jenny Ramsden**
A really nice book written by a friend of mine. The book consists of short essays on the life and works of 27 mathematicians from throughout history. If you want to know where most of the Maths we do today originated, this is a great place to start.
**Use and abuse of statistics - W J Reichman**
Do you trust statistics? You shouldn’t unless you trust the person writing them. This book discusses the many ways in which statistics can be twisted to suit the person quoting them.
**Symmetry and the Monster – Mark Ronan**
The story behind the search for mathematical symmetry, this engaging book takes you through the basics of group theory and enables you to see cutting-edge research from recent years. I like this book because I actually know one of the mathematicians mentioned.
**The Story of Mathematics - Anne Rooney**
This is a lovely book, full of helpful illustrations and easy-to-read text. Anne Rooney covers topics involved in the history of Mathematics from its earliest use. This is a great book to help to put the Mathematics you learn today into its historical context.
**The Monty Hall problem – Jason Rosenhouse**
Remember this problem from “The curious incident of the dog in the night-time”? A whole book on this gameshow puzzle? Yes, this book looks in detail at the famous Monty Hall problem and the stories behind it. A wonderful problem that has caused many very clever people to scratch their heads for a long time and has been the cause of many heated arguments!
**Women in the History of Mathematics - Patricia Rothman **
I hope this book makes you angry. The fact that it is so thin and feeble-looking should cause you to explore in more depth the contribution of women to Mathematics and hopefully prompt you to make your own mark one day.
**Statistics without Tears - Derek Rowntree**
A clear guide to Statistics up to A-Level standard. This book aims to give a good all round explanation of what statistics are and how they work in practice.
**The Fourth Dimension - Rudy Rucker**
A very interesting book on the existence or otherwise of the Fourth Dimension. Full of bizarre ideas and explained with great humour, this book is certainly worth a look.
**Chance & Chaos - David Ruelle**
An interesting book which ponders the question of randomness and chance in the world around us. Some powerful ideas are explained with surprising ease. Well worth a look.
**Dr Riemann’s Zeros - K Sabbagh**
An excellent book about Mathematics, Mathematicians and one mathematical problem in particular – Riemann’s Hypothesis. Win $1,000,000 if you come up with the solution to this one!
**Understanding Pure Mathematics - Sadler & Thorning**
An old A-Level textbook that you might find helpful if you want more explanation on a topic you are finding tricky or for extra practice.
**Lady Tasting Tea - David Salsbury**
This is a very unusual book – it gives the background and history to the results that are used in Statistics. Knowing how and why something was originated makes the subject far more digestible. Not an easy read but definitely worth the effort if you are interested in Statistics.
**The Music of the Primes - Marcus du Sautoy **
An enjoyable discussion of the history and current standing of Riemann’s Hypothesis - one of the great unsolved mathematical problems of our age.
**Finding moonshine - Marcus du Sautoy**
This book tries to do two things. Firstly it wants to show you what being a professional Mathematician is like and it is surprisingly honest about the insecurity involved (for example, du Sautoy does not like to work where others might watch and see him struggling!). Secondly, it is a book about symmetry and its central role in Mathematics. The style is readable, it includes some interesting illustrations and all in all is a good, informative read.
**Pure Mathematics - Sherlock, Roebuck, Heneage & Beck**
If you want a different explanation to an A-Level topic, this might be the book for you.
**Zero: The biography of a dangerous idea - Charles Siefe**
A book about nothing? Not really because the concept of a number that represents the absence of quantity is one of the most powerful ever invented. Read about the history and evolution of this idea.
**Fermat’s Last Theorem - Simon Singh**
A wonderful book which tells the tale of one of the biggest stories in Maths in recent years. A British triumph over a problem unsolved for over three hundred years. Entertainingly told without too much maths, this is an excellent read.
**The Code Book - Simon Singh**
This is an excellent book on the use of codes throughout history. The stories are fascinating and do not require too much maths. Read this for fun and learn something at the same time.
**How Puzzling - Charles Snape**
Lots of puzzles and problems from across history with a mathematical flavour. A fun way to pass half an hour.
**Algebra for Dummies – Mary Jane Sterling**
If you like the “for Dummies” style of book and you want to improve your algebra, then this is the book for you.
NB Beware the occasional “Americanism”
**The great mathematical problems – Ian Stewart**
This is a book about some of the most famous mathematical problems, some have been solved already and some are still to be decided. A really good way to see some of the past as well as some of the future of Mathematics.
**Professor Stewart’s Hoard of Mathematical Treasures/Curiosities – Ian Stewart**
Two very similar books so only one review. These are lovely collections of interesting facts, puzzles, poems, potted histories, stories and jokes. Open at any page and start reading and you will quickly be hooked.
**Letters to a young Mathematician - Ian Stewart**
This book aims to give you an insight into being a Mathematician, whether at school, University or as an academic career. The information given is useful but the real reason to read this book is to find out more about the strange tribe of people engaged in teaching and learning Mathematics.
**From here to infinity - Ian Stewart**
A readable and entertaining selection of modern Mathematical ideas. Flick through and see if anything grabs you!
**Does God play dice? - Ian Stewart**
More mathematical ideas examined by this prolific writer on current developments in Maths.
**Flatterland - Ian Stewart**
In the same vein as Edwin Abbott’s classic Victorian book, this modern day exploration of space and geometry should entertain and intrigue you. Give it a try!
**Game Set and Math - Ian Stewart**
More modern Mathematical concepts for you to mull over. Try a chapter and see what you think!
**Math Hysteria - Ian Stewart**
A collection of games and puzzles that illustrate a wide range of Mathematical ideas. You may not even realise you are learning Maths if you get caught up in one!
**Nature’s Numbers - Ian Stewart **
Patterns in nature provide a set of thought provoking and intriguing ideas for you to think about. Try it and see if you are hooked!
**Mathematics with love - Mary Stopes-Roe**
This book contains love letters between Barnes Wallis, the inventor of the Bouncing Bomb, and the young woman of his dreams, Molly Bloxham. Some of the letters aim to help Molly with her Mathematical studies, others tell us about courtship in the 1920s. A surprisingly different type of Maths book!
**Pythagoras and his Theorem – Paul Strathern**
A little book on a very big idea. Pythagoras’s Theorem crops up all over the place and this book will give you an idea of the background story behind the man who gave his name to the theorem.
**A Concise History of Mathematics - D J Struik**
My mum won this book as a school prize many years ago and I’ve still got her copy. This is a classic on the history of Mathematics and the people behind it. Some great sections.
**Solving mathematical problems – Terence Tao**
Some tips and hints from one of the very best and mathematicians in the world. This book is for the more technically minded mathematician, keen on doing well in Challenges and Olympiads.
**Essential Mathematics for A-Level - Taylor & Atkinson**
Try this if you want another explanation of an A-Level topic or some extra practice questions.
**What is a number? – Robert Tubbs**
Well, what is a number? This book takes you on a mathematical adventure through history and Mathematics to explore the vast range of ideas involved in something as seemingly simple as a number.
**The Pea and the Sun - Leonard M. Wapner**
This book is rather hard work but if you are prepared to put in the effort you will be rewarded with an understanding of one of the most bizarre areas of Maths yet discovered and you will know how to cut up a pea and reassemble it into something the size of the sun!
**guesstimation - Lawrence Weinstein and John A. Adam**
This is a wonderful little book based on the idea that we can estimate the answers to lots of questions based on very little actual information but lots of cunning thinking. For example: What is the total volume of human blood in the world? How long is all the DNA in your body? What is the radius of the Sun? How many golf balls would it take to circle the Earth at the equator? Dip in and enjoy!
**Dictionary of curious and interesting numbers - D Wells**
I love this book. Choose almost any number and you will find fascinating facts about it in here. Dip into this book and become addicted to it!
**The Book of Curious and Interesting Puzzles – David Wells**
Got a few minutes to spare? Try some of these puzzles and you might get hooked! Some simple, some really tricky, this is a great collection of puzzles, designed to make you think.
**Prime Numbers - David Wells**
This book contains more about prime numbers (numbers with exactly two factors) than you might ever need to know. Dip in and see what you find.
**Symmetry - Hermann Weyl**
This is an old book (first published in 1952) that is by no means out of date. Weyl explores examples of symmetry from many areas of the world around us – for example in repeating patterns, shapes of flowers, buildings and crystal structures. A master of the subject goes from simple starting points to some quite complex results. Worth the effort.
**The Infinite in the Finite - A M Wilson**
This book contains extensive information on Mathematics from around the world over the history of civilisation. Hard work but full of detailed explanations on a large number of topics.
**Lewis Carroll in numberland - Robin Wilson**
If you ever wondered about the background of Lewis Carroll, this book will fill in all the details for you – and more! Carroll’s real name was Charles Lutwidge Dodgson and he was a Mathematics Lecturer at Oxford University. This book contains a description of his life, his writing for children and the Mathematics he studied.
A lovely book.
**Modern Mechanics – a vectorial approach - C A L Wragg**
I’m not sure how you would do mechanics without vectors but having said that, this book tackles many mechanics topics clearly with plenty of worked examples.
**The shape of inner space – Shing-Tung Yau**
A really interesting story about cutting edge mathematics. One of the originators of String Theory explains its development and looks at the people behind it.
**Share with your friends:** |