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A Certain Ambiguity: A Mathematical Novel 1st Edition

23 customer reviews
ISBN-13: 978-0691127095
ISBN-10: 0691127093
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Editorial Reviews


Winner of the 2007 Award for Best Professional/Scholarly Book in Mathematics, Association of American Publishers

"Good stories need rich characters that we care about, not mathematical theorems, however fascinating. So a work of fiction subtitled A mathematical novel makes you fear that it may only expose the tremendous difficulty of blending science and logic with the emotion and dramatic tension required of good literature. Fortunately, in this case that fear is misplaced, because A Certain Ambiguity succeeds both as a compelling novel and as an intellectual tour through some startling mathematical ideas.... A Certain Ambiguity is a brilliant and unusual novel."--New Scientist

"I loved this novel. I hope we see more 'mathematical novels' being published in the future."--Donald L. Vestal, MAA Review

"The writers have created a book that could fascinate those who have just a rudimentary knowledge of math."--India Abroad

"In the delightful, yet deep tradition of Lewis Carroll, Martin Gardner, A.K. Dewdney, and Marco Abate comes A Certain Ambiguity by Gaurav Suri and Hartosh Singh Bal...There is no doubt that Suri and Bal have set a difficult goal for themselves and have succeeded in making difficult mathematical ideas accessible...[W]hat makes the work of Suri and Bal a fine example of this tradition is what makes any successful and more traditional novel work--rich and warm characterization, an interesting plot, and a conclusion that illustrates the equal proportions of ingredients of certainty, ambiguity, frustration, and joy in the proof of our human-ness."--Gurunandan R. Bhat, The Financial Express

"Suri and Bal's unconventional book praises the beauty of mathematics and the logical inevitability of its proofs. The book is also a discourse on the struggles between truth, faith, and reason. All this is woven into two weeks in the life of Ravi, an Indian student at Stanford University, and his accidental discovery that his grandfather was once convicted of blasphemy in a New Jersey town...Among the many books that aim to make mathematics more accessible to the nonmathematician, this is a remarkably pleasant and successful achievement."--J. Mayer, Choice

"The book sweeps up those who are sensitive to the intellectual adventure of mathematics. It accurately portrays the attraction and enjoyment that are to be found in the play of ideas. I recommend it highly to all those who have an interest in mathematics."--William Byars, SIAM Review

From the Inside Flap

"A Certain Ambiguity is an amazing narrative that glows with a vivid sense of the beauty and wonder of mathematics. The narrator is deeply troubled by the ancient question of whether the objects and theorems of mathematics have a reality independent of human minds. Mixing fiction with nonfiction, A Certain Ambiguity is a veritable history of mathematics disguised as a novel. Starting with the Pythagorean theorem, it moves through number theory and geometry to Cantor's alephs, non-Euclidean geometry, Gödel, and even relativity."--Martin Gardner

"This is a truly captivating thriller that will take you on a whirlwind tour to infinity--and beyond. But be warned: once you start reading, you won't be able to put it aside until finished! A masterly-told story that weaves together criminal law, ancient and modern history, a young man's quest to know his deceased grandfather-and some highly intriguing mathematics."--Eli Maor, author of e: the Story of a Number and The Pythagorean Theorem: A 4,000-Year History

"This rich and engaging novel follows the path that leads one young person to become a professional mathematician. By deftly blending the young man's story with mathematical ideas and historical developments in the subject, the authors succeed brilliantly in taking the reader on a tour of some of the major highlights in the philosophy of mathematics. If that were not enough, the book also examines, through the minds of its characters, the natures of faith (religious and other) and truth. I am strongly thinking of building a university non-majors math course around this novel."--Keith Devlin, Stanford University, author of The Math Gene

"A Certain Ambiguity is a remarkably good effort to work through some fundamental issues in the philosophy of mathematics in the context of a novel. Crucial to the success of such a venture is creating characters and a plot that are strong enough to hold a reader's interest. Suri and Bal succeed particularly well in the story of Vijay Sahni and Judge Taylor. This well-written book will, I believe, find readers not only among mathematicians, but in a wider audience that is intrigued by mathematical meaning."--Joan Richards, Brown University

"Suri and Bal convey the beauty and elegance--as well as the fascination--of basic mathematical concepts."--Alexander Paseau, University of Oxford

--This text refers to an out of print or unavailable edition of this title.

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Product Details

  • Hardcover: 296 pages
  • Publisher: Princeton University Press; 1st edition (July 22, 2007)
  • Language: English
  • ISBN-10: 0691127093
  • ISBN-13: 978-0691127095
  • Product Dimensions: 9.2 x 6.5 x 0.9 inches
  • Shipping Weight: 1.2 pounds
  • Average Customer Review: 4.2 out of 5 stars  See all reviews (23 customer reviews)
  • Amazon Best Sellers Rank: #1,310,537 in Books (See Top 100 in Books)

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Customer Reviews

Most Helpful Customer Reviews

41 of 43 people found the following review helpful By Amazon Customer on August 22, 2007
Format: Hardcover
Good books that attempt to explore mathematical ideas are somewhat rare. Well written novels on deep subjects of any sort are perhaps less rare, but are still hard to find. But a well written novel that explorers the philosophical foundations of math and statements of truth is the rarest of all. Yet Suri and Bal have managed to create a wonderful story of a family and the events that occurred over three generations that also delves deeply into the basis of mathematical and philosophical truths, all while keeping the reader riveted.

The tale of the grandfather's arrest on blasphemy charges in New Jersey in 1919 provides a fascinating background for a dialog between a Judge and the mathematician/grandfather on the subject of certainty and truth. The grandfather teaches the Judge about the foundations of mathematical philosophy, focusing on Euclid's Elements and exploring many areas of math in a simple and clear manner such that anyone could grasp the concepts with only the most basic mathematical background (i.e. middle school level math).

Perhaps the only flaw I can find with the novel is that the Judge is almost too good to be true. He shows an interest in the field of math that I would not expect to find in someone of his position in that time period, but that is a pretty small nit to pick with this wonderful novel.

The novel jumps between the past and the present where the grandson discovers the records of the grandfather's trial and begins to uncover the details as he attends a math class for non-math majors in his last year of college. The grandfather, the grandson, the teacher of the math-for-non-math-majors class, the grandson's friends, and even the judge are all well written, believable characters, people who you care about and want to learn more about.
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16 of 16 people found the following review helpful By Jorge Medrano on November 25, 2007
Format: Hardcover Verified Purchase
Generally speaking the book is excellent. It of course requires some previous familiarity with Math to fully follow the reasoning in the examples and/or demonstrations. Needless to say, the judge Taylor is way too good to be true. I very much doubt any judge in the '20s or at any other time would have gone to the trouble to understand rigorous reasoning, such as Euclides' "Elements." As a (retired) physicist however, I don't understand the emotional turmoil that Vijay and the judge himself went through when the Eddington's empirical proof that Einstein's view of space-time-gravitation in General Relativity, was right. They agonize over whether Euclides' fifth axiom is true or false. In my view, an axiom cannot be "false." It is a statement that you accept, to be able to build a logically consistent theoretical edifice, following rigorous mathematical reasoning. If you then find contradictions, it means the set of axioms is useless for that purpose, or that they are not logically independent. The question that bothers them is in reality whether that particular theoretical construct, Euclidean geometry, describes physical space in the Universe. And the answer, from a practical point of view, is a resounding "yes" - almost everywhere in the Universe. Only in the vicinity of very large concentrations of mass, such as stars, the curvature of space as described in the equations of General Relativity, has to be taken into account. Of course, I am not trying to trivialize General Relativity in any way; I am perfectly aware of the enormous importance of its new ideas, in particular its new explanation of Gravity, as curvature of space. But curvature is a local property; the Universe is not homogeneous and isotropic on small scales. So, what's all the fuss about the fifth postulate?Read more ›
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15 of 17 people found the following review helpful By Punya Mishra on September 16, 2007
Format: Hardcover
A Certain Ambiguity is a novel of ideas. A novel about mathematics and its pleasures wrapped up in a mystery (actually two, one about people and the other about mathematics). The manner in which these two mysteries tie into each other lies at the heart of the story. It is a smooth, easy read, despite the serious mathematics that threads through the book. There are people who will focus on the characters and the story and others who will focus on the mathematics, and others who will shift their attention back and forth between the two. (I am guilty of being of the third type, which is great because this is a book that rewards multiple readings.) People who like Douglas Hofstadter and Martin Gardner will love this book, but the author who most comes to mind is Richard Powers. Though the authors don't engage in the same verbal fireworks that makes Powers famous, they, similar to Powers, develop a story that is honest both to the characters and the ideas. No small feat.

Just a side note: This is a book that could not have existed without the Internet - as the two authors live on separate continents. This book was conceived and written as a genuine collaboration using email and regular bouts of instant messaging.

Full disclosure: The authors are old school-friends of mine and this review is based on a pre-publication draft of the book.
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6 of 7 people found the following review helpful By A. MILLER on June 25, 2010
Format: Hardcover Verified Purchase
The book is fantastic at introducing several of the most well known and intellectually stimulating theorems in mathematics. From the Pythagorean Theorem, to the infinitude of primes, to the Continuum Hypothesis, and even the logical equivalency of Euclidean and non-Euclidean geometry. While I do feel that a person without any mathematics instruction at the undergraduate level would struggle to fully follow the proofs and specificities of the mathematics, such a person would still greatly benefit by reading this book, as there is likely not a better place to find all of these concepts introduced in such elementary and casual terms. This is where the book succeeds, however it falls short in other aspects.

From a literary standpoint, the book is certainly not spectacular. Far too often sentences start with "So..." and go on to explain the implications of the previous passage. It is a minor caveat, but the frequency with which "So..." is used just makes it obvious the writers are mathematicians and not fiction authors. There are also several fortuitous happenstances that are all too unbelievable. However, if you are willing to forgive the author's literary shortcomings, then the book is still a nice read.

The philosophical component of the book is indeed stimulating. It makes one think quite a lot about what absolute "certainty" means. I do, however, find the conclusions at the end of the book to be all but unsatisfying. Essentially, the book concludes by saying that mathematical logic is still the best way to "know" something, but we can never be entirely sure which axioms are certainly true.
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