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While mathematics impacts many aspects of our lives, mathematicians aren't necessarily household names. This compendium introduces readers to a brilliant collection of original thinkers. The group encompasses ancient sages, Renaissance geniuses, Enlightenment-era polymaths, nineteenth-century innovators, some of the greatest minds of the twentieth century, and current leaders in the field. Also covered are the geniuses whose names are preserved in Fermat's Last Theorem, Boolean algebra, and the Fibonacci sequence. A great way for readers to familiarize themselves with a fascinating group of influential figures.
The one thing the revolutionaries in this book have in common is that they fought for change. This book profiles some of the most influential change agents in history. They come from all walks of life, and they include writers, artists, politicians, and musicians, among others. Readers will get a sense of the sacrifices made by others so we can live in the world we do today. They will also learn that it takes only one person, one voice, to change the world.
This book for teachers suggests projects which cater for a wide range of concepts and skills, and links with other curriculum subjects.
Profiles over one hundred jobs involving computers and technology--from desktop publishers to cardiovascular technologists to aerospace engineers--describing the nature of the work, working conditions, training and qualifications, outlook, and earnings, and presents a seven-step job search guide and details on market trends.
Mathematics is all around us. It is the universal language that allows us to work with numbers, patterns, processes, and the rules that govern the entire universe. Math enables us to understand our surroundings and model and predict phenomena. This insightful and comprehensive volume answers a series of compelling mathematical and life-related questions in an entertaining and informative way, showing inquisitive readers how math is the basis for just about everything they experience in their daily lives.
Another excellent book long out of print but much in demand. This book is pulled together by Ramanujan's primary mentor, G. H. Hardy, who was the first to recognize the amazing nature of Ramanujan's ideas. Another exceptional classic from the Chelsea list.
Designed and developed by a mathematic curriculum researcher at the Freudenthal Institute at Utrecht University, the rekenrek is an exciting and innovative classroom tool that enhances and supports the natural development of number sense in children. It encourages learning across a range of mathematical skills and concepts, from simple addition and subitization to commutativity, distributive property and fractions. However, despite the potential and versatility of this manipulative, there has been surprisingly little written about either its application or its benefits - until now.When the stacks of rekenreks first arrived at Amy How's school, she was tasked with discovering and explaining their function to the rest of the staff - despite the scarcity of current research or other information. Over the six years since, she has developed her own set of tasks and strategies, which she regularly presents to teachers around the world. These techniques – effective, straightforward and very popular – are the basis of this book. Rekenrek 101 is written in a format that makes for a useful teacher resource: not too long; clear, concise and inspiring enough for readers to try the new ideas the next day in class. It is easy to follow and easy to navigate while demonstrating a simple change in practice that stays up with current trends. This is not a book on theory, but it is based on what the latest research is telling us.
The heart of mathematics is its elegance; the way it all fits together. Unfortunately, its beauty often eludes the vast majority of people who are intimidated by fear of the difficulty of numbers. Mathematical Elegance remedies this. Using hundreds of examples, the author presents a view of the mathematical landscape that is both accessible and fascinating. At a time of concern that American youth are bored by math, there is renewed interest in improving math skills. Mathematical Elegance stimulates students, along with those already experienced in the discipline, to explore some of the unexpected pleasures of quantitative thinking. Invoking mathematical proofs famous for their simplicity and brainteasers that are fun and illuminating, the author leaves readers feeling exuberant-as well as convinced that their IQs have been raised by ten points. A host of anecdotes about well-known mathematicians humanize and provide new insights into their lofty subjects. Recalling such classic works as Lewis Carroll's Introduction to Logic and A Mathematician Reads the Newspaper by John Allen Paulos, Mathematical Elegance will energize and delight a wide audience, ranging from intellectually curious students to the enthusiastic general reader.
This 1985 book is an introduction to certain central ideas in group theory and geometry. Professor Lyndon emphasises and exploits the well-known connections between the two subjects and leads the reader to the frontiers of current research at the time of publication.
Includes section "Recent publications."