Mathematics Books

Book SynopsisMax Maths Primary A Singapore Approach is a six-level course in mathematics for young learners. It offers a complete solution for schools following the Cambridge Primary maths curriculum framework, and has been specifically designed to support students who are learning in International and English-medium school settings.

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Book SynopsisRobert Adams is an Emeritus Professor in the Mathematics Department at the University of British Columbia. He first joined UBC in 1966 after completing a Ph.D. in Mathematics at the University of Toronto. With a keen interest in computers, mathematical typesetting, and illustration, Professor Adams became the first Canadian author in 1984 to typeset his own textbooks using TeX on a personal computer. Christopher Essex is a Professor in the Department of Applied Mathematics at the University of Western Ontario, an award-winning teacher and author. Dr. Essex did pioneering work on the thermodynamics of photon and neutrino radiation.Table of ContentsChapter P Preliminaries Limits and Continuity Differentiation Transcendental Functions More Applications of Differentiation Integration Techniques of Integration Applications of Integration Conics, Parametric Curves, and Polar Curves Sequence, Series, and Power Series Vectors and Coordinate Geometry in 3-Space Arc length, Metric Spaces, and Applications Vector Functions and Curves Partial Differentiation Applications of Partial Derivatives Multiple Integration Vector Fields Vector Calculus Differential Forms and Exterior Calculus Ordinary Differential Equations More Topics in Differential Equations Appendix 1 Complex Numbers Appendix 2 Complex Functions Appendix 3 Continuous Functions Appendix 4 The Riemann Integral Appendix 5 Doing Calculus with Maple Appendix 6 Doing Calculus with Python

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Book SynopsisFrom Newton's Law of Gravity to the Black-Scholes model used by bankers to predict the markets, equations, are everywhere -- and they are fundamental to everyday life.Seventeen Equations that Changed the World examines seventeen ground-breaking equations that have altered the course of human history. He explores how Pythagoras's Theorem led to GPS and Satnav; how logarithms are applied in architecture; why imaginary numbers were important in the development of the digital camera, and what is really going on with Schrödinger's cat. Entertaining, surprising and vastly informative, Seventeen Equations that Changed the World is a highly original exploration -- and explanation -- of life on earth.Trade ReviewHis wondrous world of worked-out maths and joined-up thinking is radical and even romantic * The Times *Interesting and authoritative * BBC Focus *

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Book SynopsisWhat are fractals? Why are they such fun? How do you make one? Why is a dripping tap not as random as it seems? What is chaos? Is the Mandelbrot Set really the most complex object in mathematics? In this beautifully illustrated book, fractal-hunter Oliver Linton takes us on a fascinating journey into the mathematics of fractals and chaos, diving into many kinds of self- similar structures to reveal some of the most recently discovered and intriguing patterns in science and nature. WOODEN BOOKS are small but packed with information. "Fascinating" FINANCIAL TIMES. "Beautiful" LONDON REVIEW OF BOOKS. "Rich and Artful" THE LANCET. "Genuinely mind-expanding" FORTEAN TIMES. "Excellent" NEW SCIENTIST. "Stunning" NEW YORK TIMES. Small books, big ideas.

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Book SynopsisShortlisted for the Royal Society Science Book Prize 2019A magisterial history of calculus (and the people behind it) from one of the world's foremost mathematicians.This is the captivating story of mathematics' greatest ever idea: calculus. Without it, there would be no computers, no microwave ovens, no GPS, and no space travel. But before it gave modern man almost infinite powers, calculus was behind centuries of controversy, competition, and even death. Taking us on a thrilling journey through three millennia, professor Steven Strogatz charts the development of this seminal achievement from the days of Archimedes to today's breakthroughs in chaos theory and artificial intelligence. Filled with idiosyncratic characters from Pythagoras to Fourier, Infinite Powers is a compelling human drama that reveals the legacy of calculus on nearly every aspect of modern civilisation, including science, politics, medicine, philosophy, and much besides.Trade ReviewWarning: this book is dangerous. It will make you love mathematics. Even more, there is a nonzero risk it will turn you into a mathematician. * Nassim Nicholas Taleb, bestselling author of The Black Swan *Fascinating reading. * Scientific American *Eloquent, erudite and charming. A remarkable story. Strogatz is a world class mathematician and a world class science writer. With a light touch and razor-sharp clarity, he tells the remarkable story of a mathematical breakthrough that changed the world - and continues to do so. * Alex Bellos, bestselling author of Alex's Adventures in Numberland *Glorious! A master class in accessible maths writing and a perfect read for anyone who feels like they never quite understood what all the fuss was about. It had me leaping for joy. * Hannah Fry, bestselling author of Hello World and presenter of BBC R4’s The Curious Cases of Rutherford and Fry *Simple, lucid, amusing, informative, and a pleasure to read. If you want to know where calculus came from, how it works, what it's good for, and where it's going next, this is the book for you. * Professor Ian Stewart, author of Significant Figures *A fine, thoughtful attempt to make the greatest stories relating to calculus accessible... After reading Infinite Powers, we should no longer fear calculus. * Literary Review *The most fascinating book I have ever read. If you have even the slightest curiosity about maths and its role in this world, I implore you to read this amazing book. * Jo Boaler, professor of mathematics education, Stanford University *A wide-ranging, humane, thoroughly readable take on one of the greatest ideas our species has ever produced. * Jordan Ellenberg, author of How Not to Be Wrong *Fascinating anecdotes abound in Infinite Powers... [Strogatz] has written a romp through the history of calculus. * Nature *A tour de force. Elegant and ebullient. Strogatz speaks to everyone, reminding us why mathematics matters in a practical sense while all the time highlighting its beauty. * Lisa Randall, Professor of Physics at Harvard University and author of Dark Matter and The Dinosaurs *A highly readable account of calculus and its modern applications - all done with the human touch. * Dr David Acheson, Emeritus Fellow, Oxford University and author of The Calculus Story *An incalculable pleasure. If calculus is the language of the universe, then Steven Strogatz is its Homer. * Daniel Gilbert, author of Stumbling on Happiness *In this engaging book, Steven Strogatz illuminates the importance of calculus and explains its mysteries as only he can. * Sean Carroll, author of The Particle at the End of the Universe *Table of Contents1: Infinity 2: The Man Who Harnessed Infinity 3: Discovering the Laws of Motion 4: The Dawn of Differential Calculus 5: The Crossroads 6: The Vocabulary of Change 7: The Secret Fountain 8: Fictions of the Mind 9: The Logical Universe 10: Making Waves 11: The Future of Calculus

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Book SynopsisNew 2017 Cambridge A Level Maths and Further Maths resources help students with learning and revision. Written for the AQA AS/A Level Mathematics specifications for first teaching from 2017, this print Student Book covers the content for AS and the first year of A Level. It balances accessible exposition with a wealth of worked examples, exercises and opportunities to test and consolidate learning, providing a clear and structured pathway for progressing through the course. It is underpinned by a strong pedagogical approach, with an emphasis on skills development and the synoptic nature of the course. Includes answers to aid independent study. This book is AQA approvedTable of Contents1. Proof and mathematical communication; 2. Indices and surds; 3. Quadratic functions; 4. Polynomials; 5. Using graphs; 6. Coordinate geometry; 7. Logarithms; 8. Exponential models; 9. Binomial expansion; Focus on proof 1; Focus on problem solving 1; Focus on modelling 1; Cross-topic review exercise 1; 10. Trigonometric functions and equations; 11. Triangle geometry; 12. Differentiation; 13. Applications of differentiation; 14. Integration; Focus on proof 2; Focus on problem solving 2; Focus on modelling 2; Cross-topic review exercise 2; 15. Vectors; 16. Introduction to kinematics; 17. Motion with constant acceleration; 18. Forces and motion; 19. Objects in contact; Focus on proof 3; Focus on problem solving 3; Focus on modelling 3; Cross-topic review exercise 3; 20. Working with data; 21. Probability; 22. Statistical hypothesis testing; Focus on proof 4; Focus on problem solving 4; Focus on modelling 4; Cross-topic review exercise 4.

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Book SynopsisThe Science of Secrecy from Ancient Egypt to Quantum Cryptography From the best-selling author of Fermat’s Last Theorem, The Code Book is a history of man’s urge to uncover the secrets of codes, from Egyptian puzzles to modern day computer encryptions. As in Fermat’s Last Theorem, Simon Singh brings life to an anstonishing story of puzzles, codes, languages and riddles that reveals man’s continual pursuit to disguise and uncover, and to work out the secret languages of others. Codes have influenced events throughout history, both in the stories of those who make them and those who break them. The betrayal of Mary Queen of Scots and the cracking of the enigma code that helped the Allies in World War II are major episodes in a continuing history of cryptography. In addition to stories of intrigue and warfare, Simon Singh also investigates other codes, the unravelling of genes and the rediscovery of ancient languages and most tantalisingly, the Beale ciphers, an unbroken code that could hold the key to a $20 million treasure.Trade Review‘A fascinating meander through the centuries; replete with tales of intrigue, political chicanery, military secrecy and academic rivalry.’The Times

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Book SynopsisLogic is often perceived as having little to do with the rest of philosophy, and even less to do with real life. In this lively and accessible introduction, Graham Priest shows how wrong this conception is. He explores the philosophical roots of the subject, explaining how modern formal logic deals with issues ranging from the existence of God and the reality of time to paradoxes of probability and decision theory. Along the way, the basics of formal logic are explained in simple, non-technical terms, showing that logic is a powerful and exciting part of modern philosophy. In this new edition Graham Priest expands his discussion to cover the subjects of algorithms and axioms, and proofs in mathematics.ABOUT THE SERIES: The Very Short Introductions series from Oxford University Press contains hundreds of titles in almost every subject area. These pocket-sized books are the perfect way to get ahead in a new subject quickly. Our expert authors combine facts, analysis, perspective, new ideas, and enthusiasm to make interesting and challenging topics highly readable.Table of ContentsPREFACE TO SECOND EDITION; PREFACE TO FIRST EDITION; GLOSSARY; PROBLEMS; PROBLEM SOLUTIONS; BIBLIOGRAPHY; GENERAL INDEX

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Book SynopsisProofs play a central role in advanced mathematics and theoretical computer science, yet many students struggle the first time they take a course in which proofs play a significant role. This bestselling text''s third edition helps students transition from solving problems to proving theorems by teaching them the techniques needed to read and write proofs. Featuring over 150 new exercises and a new chapter on number theory, this new edition introduces students to the world of advanced mathematics through the mastery of proofs. The book begins with the basic concepts of logic and set theory to familiarize students with the language of mathematics and how it is interpreted. These concepts are used as the basis for an analysis of techniques that can be used to build up complex proofs step by step, using detailed ''scratch work'' sections to expose the machinery of proofs about numbers, sets, relations, and functions. Assuming no background beyond standard high school mathematics, this booTrade Review'Not only does this book help students learn how to prove results, it highlights why we care so much. It starts in the introduction with some simple conjectures and gathering data, quickly disproving the first but amassing support for the second. Will that pattern persist? How can these observations lead us to a proof? The book is engagingly written, and covers - in clear and great detail - many proof techniques. There is a wealth of good exercises at various levels. I've taught problem solving before (at The Ohio State University and Williams College), and this book has been a great addition to the resources I recommend to my students.' Steven J. Miller, Williams College, Massachusetts'This book is my go-to resource for students struggling with how to write mathematical proofs. Beyond its plentiful examples, Velleman clearly lays out the techniques and principles so often glossed over in other texts.' Rafael Frongillo, University of Colorado, Boulder'I've been using this book religiously for the last eight years. It builds a strong foundation in proof writing and creates the axiomatic framework for future higher-level mathematics courses. Even when teaching more advanced courses, I recommend students to read chapter 3 (Proofs) since it is, in my opinion, the best written exposition of proof writing techniques and strategies. This third edition brings a new chapter (Number Theory), which gives the instructor a few more topics to choose from when teaching a fundamental course in mathematics. I will keep using it and recommending it to everyone, professors and students alike.' Mihai Bailesteanu, Central Connecticut State University'Professor Velleman sets himself the difficult task of bridging the gap between algorithmic and proof-based mathematics. By focusing on the basic ideas, he succeeded admirably. Many similar books are available, but none are more treasured by beginning students. In the Third Edition, the constant pursuit of excellence is further reinforced.' Taje Ramsamujh, Florida International University'Proofs are central to mathematical development. They are the tools used by mathematicians to establish and communicate their results. The developing mathematician often learns what constitutes a proof and how to present it by osmosis. How to Prove It aims at changing that. It offers a systematic introduction to the development, structuring, and presentation of logical mathematical arguments, i.e. proofs. The approach is based on the language of first-order logic and supported by proof techniques in the style of natural deduction. The art of proving is exercised with naive set theory and elementary number theory throughout the book. As such, it will prove invaluable to first-year undergraduate students in mathematics and computer science.' Marcelo Fiore, University of Cambridge'Overall, this is an engagingly-written and effective book for illuminating thinking about and building a careful foundation in proof techniques. I could see it working in an introduction to proof course or a course introducing discrete mathematics topics alongside proof techniques. As a self-study guide, I could see it working as it so well engages the reader, depending on how able they are to navigate the cultural context in some examples.' Peter Rowlett, LMS Newsletter'Altogether this is an ambitious and largely very successful introduction to the writing of good proofs, laced with many good examples and exercises, and with a pleasantly informal style to make the material attractive and less daunting than the length of the book might suggest. I particularly liked the many discussions of fallacious or incomplete proofs, and the associated challenges to readers to untangle the errors in proofs and to decide for themselves whether a result is true.' Peter Giblin, University of Liverpool, The Mathematical GazetteTable of Contents1. Sentential logic; 2. Quantificational logic; 3. Proofs; 4. Relations; 5. Functions; 6. Mathematical induction; 7. Number theory; 8. Infinite sets.

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Book SynopsisTable of ContentsPreface.- 1 Introduction.- 2 Statistical Learning.- 3 Linear Regression.- 4 Classification.- 5 Resampling Methods.- 6 Linear Model Selection and Regularization.- 7 Moving Beyond Linearity.- 8 Tree-Based Methods.- 9 Support Vector Machines.- 10 Deep Learning.- 11 Survival Analysis and Censored Data.- 12 Unsupervised Learning.- 13 Multiple Testing.- Index.

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Book SynopsisThe Golden Ratio examines the presence of this divine number in art and architecture throughout history, as well as its ubiquity among plants, animals, and even the cosmos. This gorgeous book—with layflat dimensions that closely approximate the golden ratio—features clear, enlightening, and entertaining commentary alongside stunning full-color illustrations by Venezuelan artist and architect Rafael Araujo. From the pyramids of Giza, to quasicrystals, to the proportions of the human face, the golden ratio has an infinite capacity to generate shapes with exquisite properties. This book invites you to take a new look at this timeless topic, with a compilation of research and information worthy of a text book, accompanied by over 200 beautiful color illustrations that transform this into the ultimate coffee table book. Author Gary Meisner shares the results of his twenty-year investigation and collaboration with thousands of people across the globe in dozens of professions and walks of life. The evidence will close the gaps of understanding related to many claims of the golden ratio’s appearances and applications, and present new findings to take our knowledge further yet. Whoever you are, and whatever you may know about this topic, you’ll find something new, interesting, and informative in this book, and may find yourself challenged to see, apply, and share this unique number of mathematics and science in new ways.

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Book SynopsisA ''difficult'' subject so simply taught - brilliant book'' - Amazon 5 star review ⭐⭐⭐⭐⭐''This is a great refresher book! Lots of worked out examples, great explanations [and] hundreds of practice problems and solutions'' - Amazon 5 star review ⭐⭐⭐⭐⭐''This book has been very helpful for my calculus class, I recommend it to anyone that needs extra help, or just feel like learning something new.'' - Amazon 5 star review ⭐⭐⭐⭐⭐Calculus: A Complete Introduction is the most comprehensive yet easy-to-use introduction to using calculus. Written by a leading expert, this book will help you if you are studying for an important exam or essay, or if you simply want to improve your knowledge. The book covers all areas of calculus, including functions, gradients, rates of change, differentiation, exponential and logarithm

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Book SynopsisExam board: AQALevel: GCSE Level 2Subject: MathsNext exams: June 2025Packed with worked examples, graded practice and exam-style questions for Grades 5-9 this book helps high achievers prepare for the AQA Level 2 Further Maths exams with confidence.Easy to use with all content in one book and clear specification matchConsolidate and model learning with clear worked examples and key pointsAim for the highest grades with practice at Grades 5-9Prepare for assessment with up to date exam-style questions with marks shownMotivate and challenge students with higher level practice for a smoother transition to A Level MathsCheck your answers at the back of the bookThe qualification emphasises higher order technical proficiency, rigorous argument and problem solving skills. It also gives an introduction to calculus and matrices and develops further skills in trigonometry, functions and graphs.

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Book SynopsisThis book provides a comprehensive knowledge of linear algebra for graduate and undergraduate courses. As a self-contained text, it aims at covering all important areas of the subject, including algebraic structures, matrices and systems of linear equations, vector spaces, linear transformations, dual and inner product spaces, canonical, bilinear, quadratic, sesquilinear, Hermitian forms of operators and tensor products of vector spaces with their algebras. The last three chapters focus on empowering readers to pursue interdisciplinary applications of linear algebra in numerical methods, analytical geometry and in solving linear system of differential equations. A rich collection of examples and exercises are present at the end of each section to enhance the conceptual understanding of readers. Basic knowledge of various notions, such as sets, relations, mappings, etc., has been pre-assumed.Table of Contents1. Algebraic Structures2. Matrices and Systems of Linear Equations3. Vector Spaces4. Linear Transformations5. Dual Spaces6. Inner Product Spaces7. Canonical Forms of an Operator8. Bilinear and Quadratic Forms9. Sesquilinear and Hermitian Forms10. Applications of Linear Algebra to Numerical Methods11. Affine and Euclidean Spaces and the Applications of Linear Algebra to Geometry12. Ordinary differential equations and linear systems of ordinary differential equations

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Book SynopsisSoccer is the most mathematical of sports--riddled with numbers, patterns, and shapes. How to make sense of them? The answer lies in mathematical modeling, a science with applications in a host of biological systems. Soccermatics brings the two together in a fascinating, mind-bending synthesis. What''s the connection between an ant colony and Total Football, Dutch-style? How is the Barcelona midfield linked geometrically? And how can we relate the mechanics of a Mexican Wave to the singing of cicadas in an Australian valley? Welcome to the world of mathematical modeling, expressed brilliantly by David Sumpter through the prism of soccer. Soccer is indeed more than a game and this book is packed with game theory. After reading it, you will forever watch the game with new eyes.Trade ReviewSumpter's deconstruction of formations proved why maths and football can't live without each other. It's every football nerd's dream. * FourFourTwo *A fascinating and entertaining dive into the mathematics of the beautiful game. * The Guardian *...Highly readable... * The Irish Times *...You will love this book. * The Tribune *This is football looked at in a very different way. David Sumpter is mining a rich and deep seam here in Soccermatics, one that will become an increasingly important part of the game. -- Pat Nevin, former Chelsea and Everton star and football media analystA fascinating study of the structures and patterns that underpin football matches, with revealing and surprising conclusions. -- Michael Cox, editor of Zonal Marking and Guardian SportsSoccermatics provides fresh insight into a game we've been watching all of our lives. But it's more than a book about football and is all the better for it. -- Adam Bate, football features writer for Sky SportsDavid Sumpter brings together his two passions, mathematics and football, in a highly original and entertaining way. The beautiful game illustrated through the beauty of mathematics. -- Philip Maini FRS, Professor of Mathematical Biology, University of OxfordTable of ContentsPreface: The Kick-off Part I: On the Pitch Chapter 1: I Never Predict Anything and I Never Will Chapter 2: How Slime Moulds Built Barcelona Chapter 3: Check My Flow Chapter 4: Statistical Brilliance Chapter 5: Zlatan Ibrah Rocket Science Part II: In the Dugout Chapter 6: Three Points for the Bird-brained Manager Chapter 7: The Tactical Map CHapter 8: Total Cyber Dynamo Chapter 9: The World in Motion Part III: From the Crowd Chapter 10: You'll Never Walk Alone Chapter 11: Bet Against the Masses Chapter 12: Putting My Money Where My Mouth Is Chapter 13: The Results Are In The Full-Time Whistle Notes Acknowledgements Index

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Book SynopsisUncover one of the most exciting frontiers of modern physics in this fascinating, insightful and accessible overview of Chaos theory.An exceedingly readable introduction to a new intellectual world' ObserverFrom the turbulence of the weather to the complicated rythmns of the human heart, chaos' is at the centre of our day to day lives. Cutting across several scientific disciplines, James Gleick explores and elucidates the science of the unpredicatable with an immensely readable narrative style and flair.An awe-inspiring book. Reading Chaos gave me the sensation that someone had just found the light-switch' Douglas AdamsTrade ReviewFascinating... Almost every paragraph contains a jolt * New York Times *Highly entertaining...a startling look at newly discovered universal laws * Chicago Tribune *

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Book SynopsisWhether you are returning to school, studying for an adult numeracy test, helping your kids with homework, or seeking the confidence that a firm maths foundation provides in everyday encounters, Basic Maths For Dummies, UK Edition, provides the content you need to improve your basic maths skills.Table of ContentsIntroduction 1 Part I: Whole Numbers: The Building Blocks of Maths 7 Chapter 1: Getting Started 9 Chapter 2: Setting Yourself Up for Success 23 Chapter 3: It All Adds Up: Addition and Subtraction 35 Chapter 4: Equal Piles: Multiplying and Dividing 53 Chapter 5: Are We Nearly There Yet? Rounding and Estimating 75 Part II: Parts of the Whole 89 Chapter 6: Cake or Death: Fractions without Fear 91 Chapter 7: What's the Point? Dealing with Decimals 107 Chapter 8: It's All Relative: Ratios and Proportions 123 Chapter 9: Perfect Percentages, 100% of the Time 137 Part III: Sizing Up Weights, Shapes and Measures 151 Chapter 10: Clocking Time 153 Chapter 11: Working with Cold, Hard Cash 163 Chapter 12: Taking the Weight Off Your Shoulders 175 Chapter 13: Feeling the Heat 189 Chapter 14: That’s About the Size of It 203 Chapter 15: Shaping Up 223 Part IV: Statistically Speaking 237 Chapter 16: Data Mining (No Hard Hat Required) 239 Chapter 17: Top of the Charts 255 Chapter 18: Average Joe 275 Chapter 19: What Are the Chances? 289 Part V: The Part of Tens 305 Chapter 20: Ten Ways to Prepare Yourself Before You Start Studying 307 Chapter 21: Ten Tricks for Remembering Your Number Facts 313 Chapter 22: Ten Pitfalls to Avoid 323 Chapter 23: Ten Ways to Make Any Exam Easier 327 Index 333

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Book SynopsisNew 2017 Cambridge A Level Maths and Further Maths resources help students with learning and revision.Table of Contents1. Proof and mathematical communication; 2. Functions; 3. Further transformations of graphs; 4. Sequences and series; 5. Rational functions; 6. General binomial expansion; Focus on proof 1; Focus on problem-solving 1; Focus on modelling 1; Cross-topic review exercise 1; 7. Radian measure; 8. Further trigonometry; 9. Calculus and exponential trigonometric functions; 10. Further differentiation; 11. Further integration techniques; 12. Further applications of calculus; 13. Differential equations; 14. Numerical solution of equations; 15. Numerical integration; Focus on proof 2; Focus on problem solving 2; Focus on modelling 2; Cross-topic review exercise 2; 16. Conditional probability; 17. Normal distribution; 18. Further hypothesis testing; Focus on proof 3; Focus on problem solving 3; Focus on modelling 3; Cross-topic review exercise 3; 19. Applications of vectors; 20. Projectiles; 21. Forces in context; 22. Moments; Focus on proof 4; Focus on problem solving 4; Focus on modelling 4; Cross-topic review exercise 4.

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Book SynopsisExam Board: OCRLevel: A-levelSubject: MathematicsFirst Teaching: September 2017First Exam: June 2018An OCR endorsed textbook Boost your students'' knowledge, skills and understanding so that they can reason and apply mathematical techniques in solving problems; with resources developed specifically for the OCR specification by subject experts and in conjunction with MEI (Mathematics in Education and Industry).- Boosts students'' confidence approaching assessment with plenty of practice questions and skill-focused exercises.- Build connections between topics with points of interest and things to notice such as links to real world examples and noticing patterns in the mathematics. - Ensure targeted development of problem-solving, proof and modelling with dedicated sections on these key areas.- Help students to overcome misconceptions and develop insight into problem-solving with annotated

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Book SynopsisIntroducing the Collins Modern Classics, a series featuring some of the most significant books of recent times, books that shed light on the human experience classics which will endure for generations to come.Maths is one of the purest forms of thought, and to outsiders mathematicians may seem almost otherworldly'In 1963, schoolboy Andrew Wiles stumbled across the world's greatest mathematical problem: Fermat's Last Theorem. Unsolved for over 300 years, he dreamed of cracking it.Combining thrilling storytelling with a fascinating history of scientific discovery, Simon Singh uncovers how an Englishman, after years of secret toil, finally solved mathematics' most challenging problem.Fermat's Last Theorem is remarkable story of human endeavour, obsession and intellectual brilliance, sealing its reputation as a classic of popular science writing.To read it is to realise that there is a world of beauty and intellectual challenge that is denied to 99.9 per cent of us who are not high-level mathematicians'The TimesTrade Review‘This is probably the best popular account of a scientific topic I have ever read’ Irish Times ‘Reads like the chronicle of an obsessive love affair. It has the classic ingredients that Hollywood would recognise’ Daily Mail ‘To read it is to realise that there is a world of beauty and intellectual challenge that is denied to 99.9 per cent of us who are not high-level mathematicians’ The Times ‘This tale has all the elements of a most exciting story: an impenetrable riddle; the ambition and frustration of generations of hopefuls; and the genius who worked for years in secrecy to realise his childhood dream’ Express

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Book SynopsisCollins International Primary Maths supports best practice in primary maths teaching, whilst encouraging teacher professionalism and autonomy. A wealth of supporting digital assets are provided for every lesson, including slideshows, tools and games to ensure they are rich, lively and engaging.Each Workbook page has three levels of challenge which allow learners to practise and consolidate their newly acquired knowledge, skills and understanding of the mathematics they are learning. Questions throughout the course develops learners' Thinking and Working Mathematically skills, and each lesson offers an opportunity for personal reflection on progress. The series also supports Cambridge Global Perspectives with activities that develop and practise key skills.Provides learner support as part of a set of resources for the Cambridge Primary curriculum framework (0096) from 2020.This series is endorsed by Cambridge Assessment International Education to support the new curriculum framework 009

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Book SynopsisMental Arithmetic provides rich and varied practice to develop pupils' essential maths skills at Key Stage 2. Questions in Mental Arithmetic 4 cover the key subject areas of number, measurement, geometry and statistics, including Roman numerals, square numbers, equivalent fractions, problem solving, reflection, translation and line graphs.

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Book SynopsisNew 2017 Cambridge A Level Maths and Further Maths resources to help students with learning and revision. Written for the OCR AS/A Level Further Mathematics specification for first teaching from 2017, this print Student Book covers the Mechanics content for AS and A Level. It balances accessible exposition with a wealth of worked examples, exercises and opportunities to test and consolidate learning, providing a clear and structured pathway for progressing through the course. It is underpinned by a strong pedagogical approach, with an emphasis on skills development and the synoptic nature of the course. Includes answers to aid independent study.Table of Contents1. Work, energy and power 1; 2. Dimensional analysis; 3. Momentum and collisions 1; 4. Circular motion 1; 5. Centres of mass 1; Focus on proof 1; Focus on problem solving 1; Focus on modelling 1; Cross-topic review exercise 1; 6. Work, energy and power 2; 7. Linear motion under variable force; 8. Momentum and collisions 2; 9. Circular motion 2; 10. Centres of mass 2; Focus on proof 2; Focus on problem solving 2; Focus on modelling 2; Cross-topic review exercise 2

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Book SynopsisWhat are numbers? Where do they come from? Are there different kings of number? Why was Pythagoras fascinated by triangular and square numbers? Is there a link between perfect numbers and primes? In this enlightening illustrated pocket book, mathemagician Oliver Linton reveals the wonderful world of numbers, visiting the questions and answers of great number theorists along the way, from Euclid to Euler, Fibonacci to Fermat, and Archimedes to Gauss. No calculator needed! WOODEN BOOKS are small but packed with information. "Fascinating" FINANCIAL TIMES. "Beautiful" LONDON REVIEW OF BOOKS. "Rich and Artful" THE LANCET. "Genuinely mind-expanding" FORTEAN TIMES. "Excellent" NEW SCIENTIST. "Stunning" NEW YORK TIMES. Small books, big ideas.

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Book SynopsisTest your wits with the ultimate game of cunning, logic and intuition'This book is brilliant' Zoe Ball, BBC Radio 2*It's time to start your adventure. Get them before they get you*Put your sleuthing skills to the test in a world of deception, betrayal, and strategy. Placed in a castle in the Scottish Highlands, you must figure out if your fellow players are Faithful or a Traitor. Can you trust Jorge, the dentist with an encyclopaedic memory and tendency to smile at everyone? Or Nina, the retiree who acts like the group's matriarch but has a knowing glint in her eyes..? Beware, for in this treacherous game, trust is a luxury you cannot afford.In the official book of the BAFTA-winning phenomenon, The Traitors: The Interactive Game Book, the decisions you make will decide what happens next. Take this thrilling journey on your own or with others, pooling your wisdom to make the right choices. With over 20 standalone games to play in a group - all with cunning Traitors twists - this is the perfect gift, guaranteed to unleash hours of mischief and fun.*Praise for The Traitors TV show* 'Addictively fiendish, this treachery was the best thing on TV in 20 years' Daily Mail'By far and away the most compelling and engrossing reality show of 2022, if not all time' Rolling Stone'One of the hottest realities right now, The Traitors is an absolute phenomenon you can enjoy also in a book format. Now, this is not a normal book' Digital SpyTrade ReviewEver since the show aired, Traitors fans have been asking how they can be part of the wonderful world of the show . . . The book is full of all the mystery, suspense and fun of the show. * Amanda Lovett (Season 1 contestant, BBC The Traitors UK) *This book is brilliant * Zoe Ball, BBC Radio 2 *One of the hottest realities right now, The Traitors is an absolute phenomenon you can enjoy also in a book * Digital Spy *

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Book SynopsisPreparing for the A-Level Maths exams takes a lot of solid practice, which is precisely what you'll find in this superb Exam Practice Workbook. It covers every topic on the AQA Maths A-Level course so students can be sure they're prepared for the big day! Packed with exam-style questions, practice papers, useful tips, mark schemes and step-by-step solutions, this book is the perfect companion for students as they revise for their exams. We've sign-posted Problem-Solving and Modelling questions so they can be sure they're focussing their efforts on the right areas, and there's also a new section of more challenging Problem Solving questions — perfect prep for anything the exams might throw at them! Don't miss our matching A-Level Maths AQA Complete Revision & Practice book (9781782948087) for notes and examples on every topic.

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Book SynopsisAn open textbook covering pre-calculus including trigonometry. The first portion of the book is an investigation of functions, exploring the graphical behavior of, interpretation of, and solutions to problems involving linear, polynomial, rational, exponential, and logarithmic functions. The second portion of the book introduces trigonometry. Trig is introduced through an integrated circle/triangle approach. Identities are introduced in the first chapter, and revisited throughout. Likewise, solving is introduced in the second chapter and revisited more extensively in the third chapter. An emphasis is placed on modeling and interpretation, as well as the important characteristics needed in calculus.

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Book SynopsisThe new edition of Pearson Edexcel GCSE (9-1) Mathematics Higher Student Book 2 develops reasoning, fluency and problem-solving to boost students’ confidence and give them the best preparation for GCSE study.

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Book Synopsis''A great introduction to a crucial topic'' Bill Gates''Perhaps the most popular book on statistics ever published ... It''s a marvel ... gave me a peek behind the curtain of statistical manipulation, showing me how the swindling was done so that I would not be fooled again'' Tim HarfordIn 1954, Darrell Huff decided enough was enough. Fed up with politicians, advertisers and journalists using statistics to sensationalise, inflate, confuse, oversimplify and - on occasion - downright lie, he decided to shed light on their ill-informed and sneaky ways. How to Lie with Statistics is the result - the definitive and hilarious primer in the ways statistics are used to deceive.With over one and half million copies sold around the world, it has delighted generations of readers with its cheeky takes on the ins and outs of samples, averages, errors, graphs and indexes. And in the modern world of big data and misinformation, Huff remains the perfect guide tTrade ReviewMore relevant than ever . . . a great introduction to the use of statistics -- Bill GatesA hilarious exploration of mathematical mendacity.... Every time you pick it up, what happens? Bang goes another illusion! * New York Times *A pleasantly subversive little book guaranteed to undermine your faith in the almighty statistic * Atlantic *

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Book SynopsisTrade ReviewThe human mind soaks up the images and narratives conveyed by the press, but they are a highly nonrandom sample of reality: the lurid, the sudden, the photogenic. Smil's title says it all: to understand the world, you need to follow the trendlines, not the headlines. This is a compelling, fascinating, and most important, realistic portrait of the world and where it's going -- Steven PinkerThe best book to read to better understand our world. Once in a while a book comes along that helps us see our planet more clearly. By showing us numbers about science, health, green technology and more, Smil's book does just that. It should be on every bookshelf! -- Linda Yueh, author of The Great EconomistsImportant -- Mark Zuckerberg, on EnergyOne of the world's foremost thinkers on development history and a master of statistical analysis . . . The nerd's nerd * Guardian *A book for anyone confused by statistics or dubious of data in a world where numbers seem to mean everything and nothing. Vaclav Smil's new book reveals why diesel isn't as bad as you think, how much food is really being wasted, what actually makes people happy, and much more. * BBC Science Focus magazine *Outstanding perspectives on the world we live in providing context on mankind's challenges ranging from demographics through globalization, innovation and the environment -- Sarah Riopelle, Senior portfolio manager at RBC Global Asset Management * Bloomberg, 'Best Books of 2022' *

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Book SynopsisThere are some mathematical problems whose significance goes beyond the ordinary - like Fermat's Last Theorem or Goldbach's Conjecture - they are the enigmas which define mathematics. The Great Mathematical Problems explains why these problems exist, why they matter, what drives mathematicians to incredible lengths to solve them and where they stand in the context of mathematics and science as a whole. It contains solved problems - like the Poincaré Conjecture, cracked by the eccentric genius Grigori Perelman, who refused academic honours and a million-dollar prize for his work, and ones which, like the Riemann Hypothesis, remain baffling after centuries. Stewart is the guide to this mysterious and exciting world, showing how modern mathematicians constantly rise to the challenges set by their predecessors, as the great mathematical problems of the past succumb to the new techniques and ideas of the present.Trade ReviewStewart's imaginative, often-witty anecdotes, analogies and diagrams succeed in illuminating ... some very difficult ideas. It will enchant math enthusiasts as well as general readers who pay close attention * Kirkus Reviews *Britain's most brilliant and prolific populariser of mathematics -- Alex Bellos * Guardian *Praise for previous books: 'This is not pure maths. It is maths contaminated with wit, wisdom, and wonder. Ian really is unsurpassed as raconteur of the world of numbers. He guides us on a mind-boggling journey from the ultra trivial to the profound. Thoroughly entertaining * New Scientist *Stewart has served up the instructive equivalent of a Michelin-starred tasting menu, or perhaps a smorgasbord of appetisers. And of course, appetisers are designed to give you an appetite for more * Guardian *

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Book SynopsisLearn to fold incredible geometric origami models from "The Queen of Modular Origami!"In this book, Tomoko Fuse—Japan's most famous living origami artist—shows you how to create amazing polyhedral models using the techniques of modular origami (where many paper sheets are folded then locked together without glue or tape).Make 64 intriguing modular models, including: Stackable Modules—The perfect starting point for novices, these simple constructions result in stunning three-dimensional forms 3-D Stars—Dazzling decorative starbursts that look great on a Christmas tree, on your mantle—or even in an art gallery Manifold Modulars—"Inception-like" models in which individual modular constructions themselves become modules within a larger piece Cubes and Boxes—Perfect for gift giving—and there is no finer teacher for these than renowned origami box specialist Tomoko Fuse And many more! *Recommended for experienced folders and up*

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Book Synopsis20 years later The Music of the Primes is still a groundbreaking popular science book. This new edition features updates from the author and a foreword by actor and director, Simon McBurney. In 1859, the German mathematician Bernhard Riemann presented a paper to the Berlin Academy which would change the history of mathematics. The subject was the strange and enigmatic prime numbers. At the heart of the presentation was an idea, a hypothesis, that Riemann had not yet proved but which has come to obsess mathematicians for the last 150 years. No one knows if he ever found the proof; on his death his housekeeper burnt all the personal papers. Today, the hypothesis is considered by many the holy grail of mathematics but has significance far beyond maths. At the of the heart of the enigma is a prize much larger than just intellectual glory; not only is there a $1 million reward for the person who can crack it but also is the key to all banking and e-commerce security. It is the idea that brings together many other areas of science and has ramifications within Quantum Mechanics, Chaos Theory and the future of computing. In 'The Music of the Primes', one of Britain's leading mathematicians, Marcus du Sautoy, recounts the history of these elusive numbers. It is a story of eccentric and brilliant men, last minute escapes from death, strange journeys, dangerous ideas and the unquenchable thirst for knowledge that drove some men mad and others to unparalleled glory. du Sautoy also tells a coruscating history of Mathematics. Combining in-depth knowledge as a practitioner in the field with narrative flair, this book will become a classic of popular science writing and will rank alongside 'Chaos' and 'Fermat's Last Theorem' within the genre. The Riemann Hypothesis:• Compared to Fermat's Last Theorem, the Hypothesis is mathematicians’ real Holy Grail• Is the only problem from Hilbert's 1900 Centenary Problems that was unproved in the 20th century and now has a $1 million reward for the person who cracks it.• The Hypothesis is the key to all Internet and e-commerce securityTrade Review'Du Sautoy is a contagious enthusiast, a populist with a staunch faith in the public's intelligence…he has uncovered a wealth of intriguing anecdotes that he has woven into a compelling narrative.' Observer 'He laces the ideas with history, anecdote and personalia – an entertaining mix that renders an austere subject palatable…valiant and ingenious…Even those with a mathematical allergy can enjoy du Sautoy's depictions of his cast of characters' The Times 'He brings hugely enjoyable writing, full of zest and passion, to the most fundamental questions in the pursuit of true knowledge.' Sunday Times 'A mesmerising journey into the world of mathematics and its mysteries.' Daily Mail 'A brilliant storyteller.' Independent

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Book SynopsisWhat sort of things happen when space crystallises? Why were primordial sages fascinated with five simple forms? Does the three-dimensional jigsaw fit simply together? If so how? Find out about one of the languages spoken throughout the universe! An understanding of the Platonic Solids, and their close cousins, the Archimedean Solids has long been required of students seeking entry into ancient wizdom schools. This book, illustrated by the author, is a beautiful introduction to three-dimensional mathemagical space. WOODEN BOOKS are small but packed with information. "Fascinating" FINANCIAL TIMES. "Beautiful" LONDON REVIEW OF BOOKS. "Rich and Artful" THE LANCET. "Genuinely mind-expanding" FORTEAN TIMES. "Excellent" NEW SCIENTIST. "Stunning" NEW YORK TIMES. Small books, big ideas.

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Book SynopsisThe international bestseller - a whip-smart, entertaining exploration of the geometry that underlies our world, from the author of How Not to Be WrongHow should a democracy choose its representatives? How can you stop a pandemic from sweeping the world? How do computers learn to play chess? Can ancient Greek proportions predict the stock market? (Sorry, no.) What should your kids learn in school if they really want to learn to think? The answers to all these questions can be found in geometry.If you''re like most people, geometry is a dimly-remembered exercise, handed down from the ancients, that you gladly left behind in school. It seemed to be a tortuous way of proving some fact about triangles that was obvious to you in the first place. That''s not geometry. OK, it is geometry, but only a tiny part, that has as much to do with the modern, fast-moving discipline as conjugating a verb has to do with a great novel.In Shape, SundTrade ReviewThis mind-bending book will change how you see the world (Five stars) -- Simon Ings * Telegraph *Shape is a triumph of mathematical exposition, exposing profound truths - from the nature of distance to the predictability of randomness - as well as profound mistakes - from historical misattributions to Supreme Court justice hardheadedness - with eloquence and hilarious wit. Ellenberg's evident affection for both his subject and his reader makes us feel like the lucky ones who get to hear him hold forth in an intimate setting about his favorite subject, mathematics -- Cathy O'NeilEllenberg's skill as a storyteller, combined with a natural ability to spot otherwise obscure connections, enables him to capitalize on geometry as math's gateway drug... A deeply enjoyable and insightful book -- Matt Parker * New York Times *Ellenberg, in both his arguments and his enthusiasm, is persuasive -- Michael Prodger * New Statesman *Serious mathematics at its intriguing, transporting best . . . [A] humorous, anecdotally rich dive into numerous mathematical theories * Kirkus *Unreasonably entertaining... reveals how geometric thinking can allow for everything from fairer American elections to better pandemic planning -- Parul Sehgal * New York Times *Droopy cheese and the curve of the Earth, the everyday and the cosmic, are beautifully interwoven in the mathematician Jordan Ellenberg's new book Shape -- Derek Thompson * Atlantic *Almost anyone is likely to enjoy Ellenberg's prose, and mind * Harvard Magazine *

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