Ian Stewart

Presents a humorous look at the concepts of "new math."

Is the universe around us a figment of our imagination? Or are our minds figments of reality? In this refreshing new look at the evolution of mind and culture, bestselling authors Ian Stewart and Jack Cohen eloquently argue that our minds necessarily evolved inextricably within the context of culture and language. They go beyond conventional reductionist ideas to look at how the mind is the response of an evolving brain trying to grapple with a complex environment. Along the way they develop new and intriguing insights into the nature of evolution, science and humanity.

Enter the magical maze of mathematics and explore the surprising passageways of a fantastical world where logic and imagination converge. For mathematics is a maze--a maze in your head--a maze of ideas, a maze of logic. And that maze in your mind is a powerful tool for understanding an even bigger maze--the one of cause and effect that we call "the universe." That is its special kind of magic. Real magic. Strange magic. Infinitely fascinating magic. Acclaimed author Ian Stewart leads you swiftly and humorously through the junctions, byways, and secret passages of the magical maze to reveal its beauty, surprise, and power. Along the way, he reveals the infinite possibilities that arise from what he calls "the two-way trade between the natural world and the human mind." If you've always loved mathematics, you will find endless delights in the twists and turns of The Magical Maze. If you've always hated mathematics, a trip through this marvelous book will do much to change your mind.

"Stewart writes with such compelling clarity that general readerscan share in the intellectual daring of hisperspective."--Booklist An invitation to a hidden world InLife's Other Secret, mathematician and award-winning sciencewriter Ian Stewart reveals the way mathematics describes theorigin, structure, and evolution of life. Featuring a sumptuousgallery of color illustrations demonstrating nature'sintricate wonders, here is an intriguing invitation to enter aworld deeper than DNA, a world where number series bloom inspringtime and equations gallop across the plains. From the latesttheory of how life started to the rules governing the shapes intowhich animals grow to the ancient patterns of evolution, Stewartilluminates the fundamental forces that shape our world.

Enter the magical maze of mathematics and explore the surprising passageways of a fantastical world where logic and imagination converge. For mathematics is a maze - a maze in your head - a maze of ideas, a maze of logic. And that maze in your mind is a powerful tool for understanding an even bigger maze - the maze of cause and effect that we call "the universe." In this book, author Ian Stewart leads you through the junctions, byways, and secret passages of the magical maze to reveal its beauty, its surprise, and its power. Along the way, he reveals the infinite possibilities that arise from what he calls "the two-way trade between the natural world and the human mind."

"It appears to us that the universe is structured in a deeply mathematical way. Falling bodies fall with predictable accelerations. Eclipses can be accurately forecast centuries in advance. Nuclear power plants generate electricity according to well-known formulas. But those examples are the tip of the iceberg. In Nature's Numbers , Ian Stewart presents many more, each charming in its own way.. Stewart admirably captures compelling and accessible mathematical ideas along with the pleasure of thinking of them. He writes with clarity and precision. Those who enjoy this sort of thing will love this book."- Los Angeles Times

Is the universe around us a figment of our imagination? Or are our minds figments of reality? In this refreshing new look at the evolution of mind and culture, bestselling authors Ian Stewart and Jack Cohen eloquently argue that our minds necessarily evolved inextricably within the context of culture and language. They go beyond conventional reductionist ideas to look at how the mind is the response of an evolving brain trying to grapple with a complex environment. Along the way they develop new and intriguing insights into the nature of evolution, science and humanity.

Since the dramatic discovery of the mathematical concept of chaos in 1989, the controversy of its contents has settled down. This revised edition of Does God Play Dice? takes a fresh look at its achievements and potential. With a new preface and three completely new chapters, it includes the latest practical applications of chaos theory, such as developing intelligent heart pacemakers. All this provides a fascinating new answer to Einstien's question which provided the title of this book.

`This is an excellent book. Whilst specifically aimed at the "newer counsellor", this book contains much that will be of interest to experienced practitioners both within and outside of TA... this book is an excellent guide to implementing TA techniques and treatment planning particularly from a process model perspective. It incorporates many new ideas which will make it refreshing and inspiring for both new and experienced counsellors and psychotherapists' - ITA News This concise workbook provides 30 practical suggestions to help practising counsellors develop and enhance their Transactional Analysis (TA) counselling skills. After a brief introductory section that summarizes the essentials of TA theory and technique, the book covers crucial aspects of best practice in current TA, many of them unavailable in book form until now. Presenting new and wide-ranging material, each of the 30 suggestions - which are supported by useful case examples - encourages both experienced and trainee counsellors to think carefully about their work and how it can be made even more effective. Ian Stewart provides much-needed practical guidance to such key areas as contract-making, time-frames and the Process Model.

A retitled and revised edition of Ian Stewart's The Problem of Mathematics, this is the perfect guide to today's mathematics. Read about the latest discoveries, including Andrew Wile's amazing proof of Fermat's Last Theorem, the newest advances in knot theory, the Four Colour Theorem, Chaos Theory, and fake four-dimensial spaces. See how simple concepts from probability theory shed light on the National Lottery and tell you how to maximize your winnings. Discover how infinitesimals become respectable, why there are different kinds of infinity, and how to square the circle with the mathematical equivalent of a pair of scissors.

Roasting Chestnuts: The Mythology of Maritime Political Culture is a book about outdated political stereotypes. The Maritime provinces of New Brunswick, Prince Edward Island, and Nova Scotia are often regarded as pre-modern hinterland in which corrupt practices and traditional loyalties continue to predominate. While this depiction of Maritime political life may, at one time, have been largely accurate, this is no longer the case. Employing a variety of indicators, this book argues that a new set of political images is needed to capture Maritime political reality today. What emerges from the analysis is a picture of Maritime politics which no longer differs markedly from that which exists in the rest of Canada. Maritimers no longer exhibit remarkably low levels of political trust and efficacy, nor is there a regional political culture which transcends provincial boundaries. In fact, Maritime political elites have been innovators, providing radical departures from Canadian political norms. A unique and innovative study, Roasting Chestnuts seeks to demystify Maritime politics and expose the flimsy basis for many of the region's lasting political stereotypes.

`Ian Stewart has done an outstanding job of presenting a comprehensive overview of Eric Berne, his life, his philosophy and his significant contributions to the fields of personality and psychotherapy... Stewart has made a significant and unique contribution to the literature of transactional analysis. This book deserves reading by all transactional analysts' - Transactional Analysis Journal Eric Berne is probably still best known as the author of the bestselling Games People Play, yet his professional writings on transactional analysis fill several books and his practice of psychotherapy was distilled from more than thirty years' experience of work with clients. Ian Stewart draws Berne's ideas together in a unique and accessible form and concludes that Berne emerges not only as a skilled communicator but also as a profound thinker who offers a major contribution to counselling and psychotherapy this century.

Many of us already have at least a passing acquaintance with procedural languages such as BASIC or Pascal, but may not have met a functional language like Lisp before. Using the same enjoyable and sometimes quirky style that they employed so successfully in "The Art of C-Programming", Robin Jones and his team explain the fundamentals of Lisp in a way that students from school to postgraduates will find lucid and stimulating. The book is unique in illustrating the use of Lisp through the development of a realistic project: the design and implementation of a Lisp-based interpreter for the language ABC.

Bifurcation theory studies how the structure of solutions to equations changes as parameters are varied. The nature of these changes depends both on the number of parameters and on the symmetries of the equations. Volume I discusses how singularity-theoretic techniques aid the understanding of transitions in multiparameter systems. This volume focuses on bifurcation problems with symmetry and shows how group-theoretic techniques aid the understanding of transitions in symmetric systems. Four broad topics are covered: group theory and steady-state bifurcation, equicariant singularity theory, Hopf bifurcation with symmetry, and mode interactions. The opening chapter provides an introduction to these subjects and motivates the study of systems with symmetry. Detailed case studies illustrate how group-theoretic methods can be used to analyze specific problems arising in applications.

The programming language C occupies an unusual position midway between conventional high-level and assembly languages, allowing the programmer to combine the best features of both. This book is an introduction to the language itself, and to the special style of thinking that goes with it. Anyone wishing to learn C is likely to have some experience in a high-level language such as BASIC or Pascal, and it seems sensible to make use of that experience. We therefore assume some facility with conventional notation for computer arith­ metic, and simple notions (such as looping and branching) common to most high-level languages. However, that cannot be the whole story. One cannot learn to speak colloquial French by thinking in English and performing a routine translation. No more can one learn to program in colloquial C by thinking in BASIC and performing a routine translation. However, when learning French it is normal to assume familiarity with English, building on that in the early stages, thereby creating the confidence necessary to provide that mot juste to which nothing corresponding exists in English. Our approach to C is similar. In particular we do not introduce at the very beginning some of the features of C which eventually lead to more efficient and elegant code-for example, the ability to do several things, apparently at once. Initially, such constructs can be confusing. Once the reader has acquired some facility with the language it then becomes possible to bring these features into play in a natural manner.

This is a very successful textbook for undergraduate students of pure mathematics. Students often find the subject of complex analysis very difficult. Here the authors, who are experienced and well-known expositors, avoid many of such difficulties by using two principles: (1) generalising concepts familiar from real analysis; (2) adopting an approach which exhibits and makes use of the rich geometrical structure of the subject. An opening chapter provides a brief history of complex analysis which sets it in context and provides motivation.

An accessible textbooks for students of pure mathematics.