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Product: Book
ISBN-10: 0-679-77631-1
ISBN-13: 9780679776314
Publisher: Vintage
Country:
Year: January 9, 2007
Size: 15.49 x 23.11 x 5.59cm
Number of pages: 1136
Weight: 1,202gr
Binding: Paperback
ISBN-10: 0-679-77631-1
ISBN-13: 9780679776314
Publisher: Vintage
Country:
Year: January 9, 2007
Size: 15.49 x 23.11 x 5.59cm
Number of pages: 1136
Weight: 1,202gr
Binding: Paperback
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Amazon.com Review
If Albert Einstein were alive, he would have a copy of The Road to Reality on his bookshelf. So would Isaac Newton. This may be the most complete mathematical explanation of the universe yet published, and Roger Penrose richly deserves the accolades he will receive for it. That said, let us be perfectly clear: this is not an easy book to read. The number of people in the world who can understand everything in it could probably take a taxi together to Penrose's next lecture. Still, math-friendly readers looking for a substantial and possibly even thrillingly difficult intellectual experience should pick up a copy (carefully--it's over a thousand pages long and weighs nearly 4 pounds) and start at the beginning, where Penrose sets out his purpose: to describe »the search for the underlying principles that govern the behavior of our universe.« Beginning with the deceptively simple geometry of Pythagoras and the Greeks, Penrose guides readers through the fundamentals--the incontrovertible bricks that hold up the fanciful mathematical structures of later chapters. From such theoretical delights as complex-number calculus, Riemann surfaces, and Clifford bundles, the tour takes us quickly on to the nature of spacetime. The bulk of the book is then devoted to quantum physics, cosmological theories (including Penrose's favored ideas about string theory and universal inflation), and what we know about how the universe is held together. For physicists, mathematicians, and advanced students, The Road to Reality is an essential field guide to the universe. For enthusiastic amateurs, the book is a project to tackle a bit at a time, one with unimaginable intellectual rewards. --Therese Littleton
If Albert Einstein were alive, he would have a copy of The Road to Reality on his bookshelf. So would Isaac Newton. This may be the most complete mathematical explanation of the universe yet published, and Roger Penrose richly deserves the accolades he will receive for it. That said, let us be perfectly clear: this is not an easy book to read. The number of people in the world who can understand everything in it could probably take a taxi together to Penrose's next lecture. Still, math-friendly readers looking for a substantial and possibly even thrillingly difficult intellectual experience should pick up a copy (carefully--it's over a thousand pages long and weighs nearly 4 pounds) and start at the beginning, where Penrose sets out his purpose: to describe »the search for the underlying principles that govern the behavior of our universe.« Beginning with the deceptively simple geometry of Pythagoras and the Greeks, Penrose guides readers through the fundamentals--the incontrovertible bricks that hold up the fanciful mathematical structures of later chapters. From such theoretical delights as complex-number calculus, Riemann surfaces, and Clifford bundles, the tour takes us quickly on to the nature of spacetime. The bulk of the book is then devoted to quantum physics, cosmological theories (including Penrose's favored ideas about string theory and universal inflation), and what we know about how the universe is held together. For physicists, mathematicians, and advanced students, The Road to Reality is an essential field guide to the universe. For enthusiastic amateurs, the book is a project to tackle a bit at a time, one with unimaginable intellectual rewards. --Therese Littleton
Product Description
Roger Penrose, one of the most accomplished scientists of our time, presents the only comprehensive and comprehensible account of the physics of the universe. From the very first attempts by the Greeks to grapple with the complexities of our known world to the latest application of infinity in physics, The Road to Reality carefully explores the movement of the smallest atomic particles and reaches into the vastness of intergalactic space. Here, Penrose examines the mathematical foundations of the physical universe, exposing the underlying beauty of physics and giving us one the most important works in modern science writing.
Roger Penrose, one of the most accomplished scientists of our time, presents the only comprehensive and comprehensible account of the physics of the universe. From the very first attempts by the Greeks to grapple with the complexities of our known world to the latest application of infinity in physics, The Road to Reality carefully explores the movement of the smallest atomic particles and reaches into the vastness of intergalactic space. Here, Penrose examines the mathematical foundations of the physical universe, exposing the underlying beauty of physics and giving us one the most important works in modern science writing.
reviews
From the little that I read, looks spectacular. 
Clearly it isn't easy to whisk your way through 1000+ pages of dense mathematical, graduate level (and above) material. I have managed to read the first few chapters, with more emphasis on the ones dealing with differential geometry. From what I saw, most of the subsequent chapters discussing physical applications are basically a reiteration of similar parts from the Emperor's New Mind (ENM), so if you have already read this book, you will see many familiar faces. Make no mistakes, this isn't the kind of book you read in bed before you sleep! You will probably need a hard surface, pen and paper. It isn't for the layman either. If you are not well acquainted with advanced mathematics or physics, you should probably avoid it. My father has a Bachelor in Physics and had trouble reading even ENM. I have a PhD in theoretical physics and still I get to discover many new things in Road to Reality, or see things I already knew about from a completely new perspective, and also lots of topics I knew nothing about. The first half of the book, where the mathematical exposition takes place, is like ENM on steroids. Penrose stops carrying about losing half of his readers with every new equation. You will see here mathematical formulas that you would normally have to fork out $ 100+ on some specialized textbook to take a look at. So, what makes it any different from a regular textbook, you would ask? Well, it is the uniquely original and lucid exposition that makes this book transcend its original designation as textbook/popular science book hybrid. It becomes the textbook you would like to have read as a graduate student, but was not around at the time. It is not written in the usual dry style of mathematical literature that makes simple things seem arcane. And it includes a multitude of excellent pictures/artwork, as every good differential geometry book should. The diagrams and pictures are worth the price of admission alone. Penrose also succeeds in making his book exciting and engaging. He takes you by the hand and shows you why the ideas he discusses are interesting and important. You feel the thrill of discovering new things, of learning and being proud to be taught. Formulas and jargon are not introduced without an explanation and motivation, contrary to most textbooks. You are given the chance to really understand what a Lie and a covariant derivative is, not just how to calculate one. The chapter on fiber bundles is a poem of clarity of exposition. It achieves what every good textbook should-giving you a flavor and letting you craving for more. As a first impression, this book seems unique, if only for its stimulating, refreshing and unconventional mathematical first part. If you are already experienced with differential geometry and general relativity, it is a delight to read and will provide you with incredible new insight and encyclopedic knowledge. You can then go on to read more details in standard textbooks. Graduate students should see it as an excellent complement to their curriculum.
Clearly it isn't easy to whisk your way through 1000+ pages of dense mathematical, graduate level (and above) material. I have managed to read the first few chapters, with more emphasis on the ones dealing with differential geometry. From what I saw, most of the subsequent chapters discussing physical applications are basically a reiteration of similar parts from the Emperor's New Mind (ENM), so if you have already read this book, you will see many familiar faces. Make no mistakes, this isn't the kind of book you read in bed before you sleep! You will probably need a hard surface, pen and paper. It isn't for the layman either. If you are not well acquainted with advanced mathematics or physics, you should probably avoid it. My father has a Bachelor in Physics and had trouble reading even ENM. I have a PhD in theoretical physics and still I get to discover many new things in Road to Reality, or see things I already knew about from a completely new perspective, and also lots of topics I knew nothing about. The first half of the book, where the mathematical exposition takes place, is like ENM on steroids. Penrose stops carrying about losing half of his readers with every new equation. You will see here mathematical formulas that you would normally have to fork out $ 100+ on some specialized textbook to take a look at. So, what makes it any different from a regular textbook, you would ask? Well, it is the uniquely original and lucid exposition that makes this book transcend its original designation as textbook/popular science book hybrid. It becomes the textbook you would like to have read as a graduate student, but was not around at the time. It is not written in the usual dry style of mathematical literature that makes simple things seem arcane. And it includes a multitude of excellent pictures/artwork, as every good differential geometry book should. The diagrams and pictures are worth the price of admission alone. Penrose also succeeds in making his book exciting and engaging. He takes you by the hand and shows you why the ideas he discusses are interesting and important. You feel the thrill of discovering new things, of learning and being proud to be taught. Formulas and jargon are not introduced without an explanation and motivation, contrary to most textbooks. You are given the chance to really understand what a Lie and a covariant derivative is, not just how to calculate one. The chapter on fiber bundles is a poem of clarity of exposition. It achieves what every good textbook should-giving you a flavor and letting you craving for more. As a first impression, this book seems unique, if only for its stimulating, refreshing and unconventional mathematical first part. If you are already experienced with differential geometry and general relativity, it is a delight to read and will provide you with incredible new insight and encyclopedic knowledge. You can then go on to read more details in standard textbooks. Graduate students should see it as an excellent complement to their curriculum.
Penrose's Magnum Opus
The definitive popular exposition of modern physics. This magnum opus requires a dedicated reader, but the rewards are well worth it. Filled with Penrose's unique insights and geometric visualizations, this work is valuable to the seasoned physicist and untrained enthusiast alike. It is also happily written in highly readable prose. My own copy is filled with notes and underlining on nearly every page and took me nearly a year to finish. It is a tribute to the field and to the dedication and intellectual power of one of the world's greatest physicists.
The definitive popular exposition of modern physics. This magnum opus requires a dedicated reader, but the rewards are well worth it. Filled with Penrose's unique insights and geometric visualizations, this work is valuable to the seasoned physicist and untrained enthusiast alike. It is also happily written in highly readable prose. My own copy is filled with notes and underlining on nearly every page and took me nearly a year to finish. It is a tribute to the field and to the dedication and intellectual power of one of the world's greatest physicists.
Plato to Quantum Gravity 
Roger Penrose's »The Road To Reality« offers both the mathematically skilled and non- mathematicians great insight into the laws that govern the universe. It is a wonderful reference text for the complex issues of physics from Plato to string theory and quantum gravity.
Roger Penrose's »The Road To Reality« offers both the mathematically skilled and non- mathematicians great insight into the laws that govern the universe. It is a wonderful reference text for the complex issues of physics from Plato to string theory and quantum gravity.
The universe in a hard-to-crack nutshell
I love this book! After so many pop science tomes(Strings for Simpletons, etc), it was so fine to find a book that dumps it all on you and interconnects so many ideas and disciplines. I'll be reading parts of it for years, and reading physics texts to try to make out the more obscure sections and connections. And I think it's cool that he makes no bones about being a Platonist (»scratch a mathematician, find a mystic!«). I'm so glad he spent the time to put all these ideas together in one volume! WARNING, bachelor's degree in math or physics pretty much necessary.
I love this book! After so many pop science tomes(Strings for Simpletons, etc), it was so fine to find a book that dumps it all on you and interconnects so many ideas and disciplines. I'll be reading parts of it for years, and reading physics texts to try to make out the more obscure sections and connections. And I think it's cool that he makes no bones about being a Platonist (»scratch a mathematician, find a mystic!«). I'm so glad he spent the time to put all these ideas together in one volume! WARNING, bachelor's degree in math or physics pretty much necessary.
Penrose Road is a Dead End 
The road to reality is not found in this book. Penrose doesn't explain what reality is, not even mathematically. The book is a failure. The road to reality begins with one simple question: why am I on this road? Penrose Road seeks to lead us to the so-called ultimate equation that will unify the seemingly conflicting theories of modern physics. Once this equation is found, however, the question will still remain unanswered, namely, why is this equation at the end of the road?
The road to reality is not found in this book. Penrose doesn't explain what reality is, not even mathematically. The book is a failure. The road to reality begins with one simple question: why am I on this road? Penrose Road seeks to lead us to the so-called ultimate equation that will unify the seemingly conflicting theories of modern physics. Once this equation is found, however, the question will still remain unanswered, namely, why is this equation at the end of the road?
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Roger Penrose, Martin Gardner (foreword)
Oxford University Press, USA; 2002
Paperback
© 1994–2010 Sascha Hendel
last update: 3/19/2010
URL: http://www.book-info.com/isbn/0-679-77631-1.htm
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