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Cryptonomicon by Neal Stephenson Average Customer Review: Mass Market Paperback (05 November, 2002) list price: $7.99 -- our price: $7.99 (price subject to change: see help) US | Canada | United Kingdom | Germany | France Editorial Review Neal Stephenson enjoys cult status among science fiction fans and techie types thanks to Snow Crash, which so completely redefined conventional notions of the high-tech future that it became a self-fulfilling prophecy. But if his cyberpunk classic was big, Cryptonomicon is huge... gargantuan... massive, not just in size (a hefty 918 pages including appendices) but in scope and appeal. It's the hip, readable heir to Gravity's Rainbow and the Illuminatus trilogy. And it's only the first of a proposed series--for more information, read our interview with Stephenson. Cryptonomicon zooms all over the world, careening conspiratorially back and forth between two time periods--World War II and the present. Our 1940s heroes are the brilliant mathematician Lawrence Waterhouse, cryptanalyst extraordinaire, and gung ho, morphine-addicted marine Bobby Shaftoe. They're part of Detachment 2702, an Allied group trying to break Axis communication codes while simultaneously preventing the enemy from figuring out that their codes have been broken. Their job boils down to layer upon layer of deception. Dr. Alan Turing is also a member of 2702, and he explains the unit's strange workings to Waterhouse. "When we want to sink a convoy, we send out an observation plane first.... Of course, to observe is not its real duty--we already know exactly where the convoy is. Its real duty is to be observed.... Then, when we come round and sink them, the Germans will not find it suspicious." All of this secrecy resonates in the present-day story line, in which the grandchildren of the WWII heroes--inimitable programming geek Randy Waterhouse and the lovely and powerful Amy Shaftoe--team up to help create an offshore data haven in Southeast Asia and maybe uncover some gold once destined for Nazi coffers. To top off the paranoiac tone of the book, the mysterious Enoch Root, key member of Detachment 2702 and the Societas Eruditorum, pops up with an unbreakable encryption scheme left over from WWII to befuddle the 1990s protagonists with conspiratorial ties. Cryptonomicon is vintage Stephenson from start to finish: short on plot, but long on detail so precise it's exhausting. Every page has a math problem, a quotable in-joke, an amazing idea, or a bit of sharp prose. Cryptonomicon is also packed with truly weird characters, funky tech, and crypto--all the crypto you'll ever need, in fact, not to mention all the computer jargon of the moment. A word to the wise: if you read this book in one sitting, you may die of information overload (and starvation). --Therese Littleton ... Read more Reviews (726)
Isbn: 0060512806 |
$7.99 |
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Alan Turing: The Enigma by Andrew Hodges, Douglas Hofstadter Average Customer Review: Paperback (01 March, 2000) list price: $23.95 US | Canada | United Kingdom | Germany | France Editorial Review Alan Turing died in 1954, but the themes of his life epitomize the turn of the millennium. A pure mathematician from a tradition that prided itself on its impracticality, Turing laid the foundations for modern computer science, writes Andrew Hodges: Alan had proved that there was no "miraculous machine" that could solve all mathematical problems, but in the process he had discovered something almost equally miraculous, the idea of a universal machine that could take over the work of any machine. During World War II, Turing was the intellectual star of Bletchley Park, the secret British cryptography unit. His work cracking the German's Enigma machine code was, in many ways, the first triumph of computer science. And Turing died because his identity as a homosexual was incompatible with cold-war ideas of security, implemented with machines and remorseless logic: "It was his own invention, and it killed the goose that laid the golden eggs." Andrew Hodges's remarkable insight weaves Turing's mathematical and computer work with his personal life to produce one of the best biographies of our time, and the basis of the Derek Jacobi movie Breaking the Code. Hodges has the mathematical knowledge to explain the intellectual significance of Turing's work, while never losing sight of the human and social picture: In this sense his life belied his work, for it could not be contained by the discrete state machine. At every stage his life raised questions about the connection (or lack of it) between the mind and the body, thought and action, intelligence and operations, science and society, the individual and history. And Hodges admits what all biographers know, but few admit, about their subjects: "his inner code remains unbroken." Alan Turing is still an enigma. --Mary Ellen Curtin ... Read more Reviews (19)
Is there a good book on computability and automata? So far, all the automata texts that I'm aware of are written in a special holy language of abstract computerize.The language erects an unnecessary barrierto understanding the basic ideas. Is Turing's original paper a proof, or an explanation of what he'd understood? I don't know, but I can refer the reader to "Descartes' Dream" by Reuben and Hersch for perespective.
Isbn: 0802775802 |
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Collected Works of A.M. Turing : Morphogenesis (Collected Works of a.M. Turing) by P.T. Saunders Hardcover (01 November, 1992) list price: $124.00 -- our price: $124.00 (price subject to change: see help) US | Canada | United Kingdom | Germany | France Isbn: 0444884866 |
$124.00 |
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The Theory of the Riemann Zeta-Function (Oxford Science Publications) by E.C. Titchmarsh Average Customer Review: Paperback (01 March, 1987) list price: $99.50 -- our price: $99.50 (price subject to change: see help) US | Canada | United Kingdom | Germany | France Reviews (3)
Up pops the missing associativity quaternion...rather simple. Now...then Nash's ordinal and quaternions for taste. If one's sister is a Bonnie PlogerKen Y. Bonnie J. Ploger at Hamline... The internet religious fall river line. Ord def for beta called for. What is the axiomatic language of the Riemann hypothesis? Ordinality, Zermelo, Schroeder, Peano..Hamilton. What is the associativity of this "Christian" presence on the If Nash is right, the zeta function is an onerous axiom. spotter7, coastwatch, truk lagoon, south pacific
This book cannot be criticized because of the amount of time and effort that must have been spent on it. It was update in 1986 by Heath Brown. It never becomes redundant, and it can either be used a source for additional information, as dictionary, or it can be used in a linear way.
Isbn: 0198533691 |
$99.50 |
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Fermat's Last Theorem: The Story of a Riddle That Confounded the World's Greatest Minds for 358 Years by Simon Singh Average Customer Review: Paperback (January, 1998) US | Canada | United Kingdom | Germany | France Reviews (4)
P.S.It may be a small book; but it holds so much knowledge
If you are not a math or science major, you would ask me: why should I read this book? I would answer: because math appeals to a large number of people, and, you got to admit it, in this period of time people must know something about it. This theorem, in addition, had puzzled great mathematicians (even geniuses) for more than three and a half centuries. I think this means that it had passed around so many mathematical schools and fields. The book starts with some exploration of Greek mathematics, being the base of modern thinking. Here we must see something about the Pythagorean Theorem, because it inspired the Fermat's Last theorem. The author speaks about a nice incident about a Pythagorean being killed for believing that there existed some numbers other than the Rationals (They were called Irrarionals later, even though they are as rational to the modern mathematics as any other numbers, say the quaternions). He moves then to speak about Fermat, the French mathematician. He mentions that Fermat did not in fact write a proof for his theorem due to the limitation of the margins of his copy of Diaphintine's "Arithmetica,"! this caused the whole mathematical community to suffer 385 years to construct a plausible proof. After that, we see how Euler proved the case when n = 3. Then Sophie Germain prove it, inspired by Euler, for the Germain prime numbers (which are some special prime numbers). This eliminated most of the cases, yet there still are infinitely many cases to check. The book does not go into technicalities, but you can enjoy reading about the backgrounds of some of brightest mathematicians of the 19th century. Then comes some account on cryptography, as being the direct application of Number Theory, followed by the story of how Andrew Wiles, the most famous mathematician of our time, came to prove this theorem. It proved to be even a harder task. It involved some modern up-to-date mathematics ... some fields of Number Theory called: "Elleptic Curves" and "Modular Forms." Finally, I would like to say that I read this book when I was at my junior year in the department of mathematics at the University of Missouri-Columbia, I DID NOT NEED MUCH MATH TO UNDERSTAND IT. It, as a matter of fact, inspired me to continue my grad studies in the subject of Number Theory; unfortunately my real mathematical interests won the quarrel and I had to settle with Geometry. I think any person with some understanding of the notion of mathematics may be very able to enjoy it as much as I did. If you want an introduction to this "mysterious" discipline, this book would provide you the best read. ... Read more Isbn: 1857026691 |
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The Codebreakers : The Comprehensive History of Secret Communication from Ancient Times to the Internet by David Kahn Average Customer Review: Hardcover (05 December, 1996) list price: $70.00 -- our price: $44.10 (price subject to change: see help) US | Canada | United Kingdom | Germany | France Editorial Review "Few false ideas have more firmly gripped the minds of so many intelligent men than the one that, if they just tried, they could invent a cipher that no one could break," writes David Kahn in this massive (almost 1,200 pages) volume. Most of The Codebreakers focuses on the 20th century, especially World War II. But its reach is long. Kahn traces cryptology's origins to the advent of writing. It seems that as soon as people learned how to record their thoughts, they tried to figure out ways of keeping them hidden. Kahn covers everything from the theory of ciphering to the search for "messages" from outer space. He concludes with a few thoughts about encryption on the Internet. ... Read more Reviews (24)
Yes, I found that, at times, the text gets bogged down in minutae that may not appeal to a particular reader, but in a volume of this magnitude, with this scope, and this ambition, that is virtually a lock. What many of the reviewers don't seem to realize that the book was written in the context of the 1960s and that not only the writing, but also events described must be put into context.David Kahn does an excellent job of doing just that.To illustrate, I might simply point out his portrait of Herbert O. Yardley.One only has to read Yardley's "Education of a Poker Player" to understand just how accurate Kahn was in describing Yardley and his role. Like all history books of a more specialized nature, there is a serious advantage to having enough background information to understand where events, people, and technology fit into the puzzle. If you are seriously interested in what went on "behind the scenes" in much of the historical events of the 19th and 20th centuries,this book provides information that is an essential part of the puzzle.
Isbn: 0684831309 |
$44.10 |
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The Code Book: The Science of Secrecy from Ancient Egypt to Quantum Cryptography by SIMON SINGH Average Customer Review: Paperback (29 August, 2000) list price: $15.00 -- our price: $10.20 (price subject to change: see help) US | Canada | United Kingdom | Germany | France Editorial Review People love secrets. Ever since the first word was written, humans have sent coded messages to each other. In The Code Book, Simon Singh, author of the bestselling Fermat's Enigma, offers a peek into the world of cryptography and codes, from ancient texts through computer encryption. Singh's compelling history is woven through with stories of how codes and ciphers have played a vital role in warfare, politics, and royal intrigue. The major theme of The Code Book is what Singh calls "the ongoing evolutionary battle between codemakers and codebreakers," never more clear than in the chapters devoted to World War II. Cryptography came of age during that conflict, as secret communications became critical to both sides' success. Confronted with the prospect of defeat, the Allied cryptanalysts had worked night and day to penetrate German ciphers. It would appear that fear was the main driving force, and that adversity is one of the foundations of successful codebreaking. In the information age, the fear that drives cryptographic improvements is both capitalistic and libertarian--corporations need encryption to ensure that their secrets don't fall into the hands of competitors and regulators, and ordinary people need encryption to keep their everyday communications private in a free society. Similarly, the battles for greater decryption power come from said competitors and governments wary of insurrection. The Code Book is an excellent primer for those wishing to understand how the human need for privacy has manifested itself through cryptography.Singh's accessible style and clear explanations of complex algorithms cut through the arcane mathematical details without oversimplifying.--Therese Littleton ... Read more Reviews (207)
Isbn: 0385495323 |
$10.20 |
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Cryptology (Spectrum) by Albrecht Beutelspacher, William Watkins, Gerald L. Alexanderson, Dipa Choudhury, William J. Firey, Dan Kalman, Eleanor Lang, Russell L. Merris, Jeffrey L. Nunemacher, Ellen M. Parker Average Customer Review: Paperback (05 September, 1996) list price: $39.95 -- our price: $39.95 (price subject to change: see help) US | Canada | United Kingdom | Germany | France Reviews (4)
Published in Journal of Recreational Mathematics, reprinted with permission.
Isbn: 0883855046 |
$39.95 |
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Quicksilver (The Baroque Cycle, Vol. 1) by Neal Stephenson Average Customer Review: Hardcover (23 September, 2003) list price: $27.95 -- our price: $17.61 (price subject to change: see help) US | Canada | United Kingdom | Germany | France Editorial Review In Quicksilver, the first volume of the "Baroque Cycle," Neal Stephenson launches his most ambitious work to date. The novel, divided into three books, opens in 1713 with the ageless Enoch Root seeking Daniel Waterhouse on the campus of what passes for MIT in eighteenth-century Massachusetts. Daniel, Enoch's message conveys, is key to resolving an explosive scientific battle of preeminence between Isaac Newton and Gottfried Wilhelm Leibniz over the development of calculus. As Daniel returns to London aboard the Minerva, readers are catapulted back half a century to recall his years at Cambridge with young Isaac. Daniel is a perfect historical witness. Privy to Robert Hooke's early drawings of microscope images and with associates among the English nobility, religious radicals, and the Royal Society, he also befriends Samuel Pepys, risks a cup of coffee, and enjoys a lecture on Belgian waffles and cleavage-all before the year 1700. In the second book, Stephenson introduces Jack Shaftoe and Eliza. "Half-Cocked" Jack (also know as the "King of the Vagabonds") recovers the English Eliza from a Turkish harem. Fleeing the siege of Vienna, the two journey across Europe driven by Eliza's lust for fame, fortune, and nobility. Gradually, their circle intertwines with that of Daniel in the third book of the novel. The book courses with Stephenson's scholarship but is rarely bogged down in its historical detail. Stephenson is especially impressive in his ability to represent dialogue over the evolving worldview of seventeenth-century scientists and enliven the most abstruse explanation of theory. Though replete with science, the novel is as much about the complex struggles for political ascendancy and the workings of financial markets. Further, the novel's literary ambitions match its physical size. Stephenson narrates through epistolary chapters, fragments of plays and poems, journal entries, maps, drawings, genealogic tables, and copious contemporary epigrams. But, caught in this richness, the prose is occasionally neglected and wants editing. Further, anticipating a cycle, the book does not provide a satisfying conclusion to its 900 pages. These are minor quibbles, though. Stephenson has matched ambition to execution, and his faithful, durable readers will be both entertained and richly rewarded with a practicum in Baroque science, cypher, culture, and politics.--Patrick O'Kelley ... Read more Reviews (242)
Isbn: 0380977427 |
$17.61 |
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Leibniz on Apperception, Consciousness, and Reflection (Analytica (Philosophia Verlag).) by Mark Kulstad Hardcover (01 February, 1991) list price: $66.00 -- our price: $66.00 (price subject to change: see help) US | Canada | United Kingdom | Germany | France Isbn: 3884050699 |
$66.00 |
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IC Op-Amp Cookbook (3rd Edition) by Walter G. Jung Average Customer Review: Paperback (02 January, 1986) list price: $45.00 -- our price: $45.00 (price subject to change: see help) US | Canada | United Kingdom | Germany | France Reviews (4)
Isbn: 0138896011 |
$45.00 |
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Swarm Intelligence (The Morgan Kaufmann Series in Evolutionary Computation) by Russell C. Eberhart, Yuhui Shi, James Kennedy Average Customer Review: Hardcover (23 March, 2001) list price: $73.95 -- our price: $73.95 (price subject to change: see help) US | Canada | United Kingdom | Germany | France Reviews (12)
Isbn: 1558605959 |
$73.95 |
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A New Kind of Science: A New Kind of Science Explorer bundle by Stephen Wolfram Average Customer Review: Hardcover (01 September, 2002) list price: $95.00 -- our price: $95.00 (price subject to change: see help) US | Canada | United Kingdom | Germany | France Reviews (4)
"Why Mr. Wolfram can get away with all this. Read the first chapter of Philip Greenspun. If you have money you can invent truth. " I quote these to wet your appetite for some excellent reviews so please read them all, believe me, they are worth your time, Wolfram's book is not!.
This is very much the case with Stephen Wolfram's A NEW KIND OF SCIENCE.I picked up my copy from amazon.com for considerably less than $50.00 (US), which, by weight, makes it one of the most reasonably priced books I have ever purchased -- especially among relatively limited printings, which include many, if not the vast majority, of 'standard' works in computer science. (Hey, for under fifty bucks we should all sample anything capable of creating as much uproar among scientifically literate folks as, say, THE LAST TEMPTATION OF CHRIST created among the [selectively] scientifically oblivious.) Unlike some other reviewers, I don't fault Wolfram if he fails to communicate as smoothly or as tersely as every reader might like.After all, we are taking part in an information transfer (mind dump?) from a man who, seeking the counsel of intellectual peers, has likely, in the apparent paucity of such during 10 years of secretive research, all too often ended up talking only to HIMSELF! Nor do I fault Wolfram for a possible titular allusion to Galileo's DIALOGUES ON TWO NEW SCIENCES.Absent gods, pride is not "hubris," in the classical sense.Alas, Wolfram, like Darwin, has pointed the way to mechanisms that explain organized complex structures without apparent intentional, external 'design.'(Doubtless, Darwin didn't invent evolution any more than Wolfram invented cellular automata.But both men are accomplished synthesizers, discovering and/or articulating simple and elegant organizing principles where others encounter only chaos and befuddlement.) Furthermore, even if we were to sift Wolfram's entire volume and find it devoid of any truly new or original insight, the work would still be invaluable as a compendium of ideas from the fields already referenced, especially chaos, complexity, and self-organizing structures.(If we are sometimes unable to discern between Wolfram's own ideas and someone else's, we can, at least, rejoice in his championing ideas that are important and timely, regardless of 'authorship.') Not to belabor this point, but, depending on the direction from which one approaches a problem, it isn't always clear that s/he has traversed the identical thought processes (or courses of study) as someone else.With no malice aforethought, in mathematics and science we often encounter 'opportunities' for inadvertent reinvention and rediscovery.One author has referred to such as "mathematical epiphanies", alluding to the joy of finding even well-worn truths by and for oneself.In this sense, I feel, Wolfram might be expressing his own delight in making certain ideas his 'own,' even if, in the end, they turn out to be ideas that, with or without his knowledge, he might not have originated.In this respect, I am willing to give him the benefit of the doubt, realizing that others have, for their own reaons, been less charitable.At the same time, I am likewise unwilling to venture a guess regarding that (and how much) of which someone researching and writing in any of Wolfram's many field(s) should or should not have been aware. In his further defense, however, successful business leaders are often oriented towards results rather than toward bestowing either credit or blame.(I am reminded that the great American patriot Thomas Paine added little to the thoughts of Voltaire, Rousseau, and others from the French Enlightenment.Nevertheless, his popular re-packaging of the 'higher criticism' in THE AGE OF REASON freed minds and pens and tongues that, otherwise, might never have come to know, via the original French, what Paine so eloquently set forth in an iconoclastic salvo the likes of which had not been heard since Luther's theses ignited the Reformation.And, then, even Luther benefitted from a sympathetic publisher!) If my discussion, up till now, has been somewhat oblique, I have probably read more of Wolfram's book than many of the other reviewers -- far enough, actually, to have made it through the crucial section on "The Principle of Computational Equivalence."Until that point, I must confess, I had been viewing cellular automata as models of and, as such, merely ISOMORPHIC TO... certain natural processes.The great realization, at which we finally arrive, is that THESE machines and the machines at work in natural processes are the SAME [ABSTRACT] MACHINES!(The equivalence of two machines that produce identical outputs from identical inputs is not a revelation -- What is exciting is how Wolfram bridges the gap between the behaviors of man-made machines and naturally occuring 'machines.') Much as Darwin used a brilliant analogy to bridge the apparent gap between artificial and natural selection, Wolfram has articulated a bridge between artificial and natural 'machines' via a unifying computational principle. I greatly appreciate Wolfram's exposition of some of his own intellectual 'epiphanies' in a form considerably more entertaining than most academic papers... and better organized than many personal journals or research notebooks.If time attests to the impact of these ideas (as I have intimated via comparisons to Galileo, Paine, and Darwin), I believe the time the reader invests to understand them will be well rewarded.
On page 27 Wolfram explains "probably the single most surprising discovery I have ever made:" a simple program can produce output that seems irregular and complex. This has been known for six decades. Every computer science (CS) student knows the dovetailer, a very simple 2 line program that systematically lists and executes all possible programs for a universal computer such as a Turing machine (TM). It computes all computable patterns, including all those in Wolfram's book, embodies the well-known limits of computability, and is basis of uncountable CS exercises. Wolfram does know (page 1119) Minsky's very simple universal TMs from the 1960s. Using extensive simulations, he finds a slightly simpler one. New science? Small addition to old science. On page 675 we find a particularly simple cellular automaton (CA) and Matthew Cook's universality proof(?). This might be the most interesting chapter. It reflects that today's PCs are more powerful systematic searchers for simple rules than those of 40 years ago. No new paradigm though. Was Wolfram at least first to view programs as potential explanations of everything? Nope. That was Zuse. Wolfram mentions him in exactly one line (page 1026): "Konrad Zuse suggested that [the universe] could be a continuous CA." This is totally misleading. Zuse's 1967 paper suggested the universe is DISCRETELY computable, possibly on a DISCRETE CA just like Wolfram's. Wolfram's causal networks (CA's with variable toplogy, chapter 9) will run on any universal CA a la Ulam & von Neumann & Conway & Zuse. Page 715 explains Wolfram's "key unifying idea" of the "principle of computational equivalence:" all processes can be viewed as computations. Well, that's exactly what Zuse wrote 3 decades ago. Chapter 9 (2nd law of thermodynamics) elaborates (without reference) on Zuse's old insight that entropy cannot really increase in deterministically computed systems, although it often SEEMS to increase. Wolfram extends Zuse's work by a tiny margin, using today's more powerful computers to perform experiments as suggested in Zuse's 1969 book. I find it embarassing how Wolfram tries to suggest it was him who shifted a paradigm, not the legendary Zuse. Some reviews cite Wolfram's previous reputation as a physicist and software entrepreneur, giving him the benefit of the doubt instead of immediately dismissing him as just another plagiator. Zuse's reputation is in a different league though: He built world's very first general purpose computers (1935-1941), while Wolfram is just one of many creators of useful software (Mathematica). Remarkably, in his history of computing (page 1107) Wolfram appears to try to diminuish Zuse's contributions by only mentioning Aiken's later 1944 machine. On page 465 ff (and 505 ff on multiway systems) Wolfram asks whether there is a simple program that computes the universe. Here he sounds like Schmidhuber in his 1997 paper "A Computer Scientist's View of Life, the Universe, and Everything." Schmidhuber applied the above-mentioned simple dovetailer to all computable universes. His widely known writings come out on top when you google for "computable universes" etc, so Wolfram must have known them too, for he read an "immense number of articles books and web sites" (page xii) and executed "more than a hundred thousand mouse miles" (page xiv). He endorses Schmidhuber's "no-CA-but-TM approach" (page 486, no reference) but not his suggestion of using Levin's asymptotically optimal program searcher (1973) to find our universe's code. On page 469 we are told that the simplest program for the data is the most probable one. No mention of the very science based on this ancient principle: Solomonoff's inductive inference theory (1960-1978); recent optimality results by Merhav & Feder & Hutter. Following Schmidhuber's "algorithmic theories of everything" (2000), short world-explaining programs are necessarily more likely, provided the world is sampled from a limit-computable prior distribution. Compare Li & Vitanyi's excellent 1997 textbook on Kolmogorov complexity. On page 628 ff we find a lot of words on human thinking and short programs. As if this was novel! Wolfram seems totally unaware of Hutter's optimal universal rational agents (2001) based on simple programs a la Solomonoff & Kolmogorov & Levin & Chaitin. Wolfram suggests his simple programs will contribute to fine arts (page 11), neither mentioning existing, widely used, very short, fractal-based programs for computing realistic images of mountains and plants, nor the only existing art form explicitly based on simple programs: Schmidhuber's low-complexity art. Wolfram talks a lot about reversible CAs but little about Edward Fredkin & Tom Toffoli who pioneered this field. He ignores Wheeler's "it from bit," Tegmark & Greenspan & Petrov & Marchal's papers, Moravec & Kurzweil's somewhat related books, and Greg Egan's fun SF on CA-based universes (Permutation City, 1995). When the book came out some non-expert journalists hyped it without knowing its contents. Then cognoscenti had a look at it and recognized it as a rehash of old ideas, plus pretty pictures. And the reviews got worse and worse. As far as I can judge, positive reviews were written only by people without basic CS education and little knowledge of CS history. Some biologists and even a few physicists initially were impressed because to them it really seemed new. Maybe Wolfram's switch from physics to CS explains why he believes his thoughts are radical, not just reinventions of the wheel. But he does know Goedel and Zuse and Turing. He must see that his own work is minor in comparison. Why does he desparately try to convince us otherwise? When I read Wolfram's first praise of the originality of his own ideas I just had to laugh. The tenth time was annoying. The hundredth time was boring. And that was my final feeling when I laid down this extremely repetitive book:exhaustion and boredom. In hindsight I know I could have saved my time. But at least I can warn others. ... Read more Isbn: 1579550207 |
$95.00 |
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Cellular Automata and Complexity by Stephen Wolfram Average Customer Review: Paperback (01 January, 1994) list price: $35.00 US | Canada | United Kingdom | Germany | France Reviews (1)
There is also an annoying habit for all of his work toconcentrate on deterministic cellular automata, and the mathematics isconstrained to this.Recent work has indicated that the origin ofcomplexity in our universe is from random sources that are preserved.. notthat the complexity all came from the initial conditions. It isespecially interesting to note in his book how the different rules ofcellular automata play out to create varying degrees of complexity.Ittakes a very specific rule set indeed to allow for interesting complexbehaviors to show up, as evinced by the long search Conway undertook todiscover "life". Hopefully Wolfram will comment on the recentresearch that indicates that complexity is introduced into our universethrough nondeterministic phenomena.He also should have presented Fredkinsideas about reversible computation to more fully flush out the relationshipbetween cellular automata, computability and reversibility. ... Read more Isbn: 0201626640 |
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Mathematical Theory of Communication by Claude E. Shannon, Warren Weaver Average Customer Review: Paperback (01 October, 1963) list price: $16.00 -- our price: $16.00 (price subject to change: see help) US | Canada | United Kingdom | Germany | France Reviews (7)
... All to often, famous theorists are relegated to "cult-like" obscurity.Persons like Shannon, Gallager, Forney, Komolgorov may be legendary within a cult-circle of die-hard communication theorists, but are relegated to unfortunate obscurity by the masses.It's rather unfortunate, with todays advanced communication systems, and techniques of coding (Turbo codes, modified LDPC codes, etc..)which push the boundaries to the ultimate limits as defined by Shannon.... that more people (both engineers, and laymen alike) don't recognize the names of early pioneers who started the revolution, and who's theories are the basis for many of our modern luxuries which allow us to download information at such rapid rates. People often underestimate the deepness of Shannons' work,due to Shannon's writing style.He was one of those rare writers (somewhat like Forney, or Massey) who can actually explain complicated subjects using mere words, without the need for prettying the theory up with fancy math.Comparing the equation filled textbooks of today, versus Shannon's work, one might get the impression that Shannon's work was simplistic. I think it's clear to anyone whos studied his work, that IT WAS NOT SIMPLISTIC. Obviously, there was alot of "behind the scenes" math which Shannon had to go through to actually codify his many theorems. Just because Shannon did not show extensive derivations for each one of his theorems does not mean that he was not a good mathemetician..It merely means that he did not want to write a 1,000 page paper... he wanted to keep it simple (as was the customary writing style in the early to mid 1900's). In short.. This book should be on YOUR shelf if you dont already own it, and if you are interested in information theory, and the deeper underpinnings of digital communications. I give the book 5 stars, not because it's any kind of elegant literary masterpiece; simply because it is based on the most important paper ever written.... S.A. Hoffman - ... Read more Isbn: 0252725484 |
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Gödel, Escher, Bach: An Eternal Golden Braid by Douglas R. Hofstadter Average Customer Review: Paperback (01 January, 1999) list price: $22.00 -- our price: $14.96 (price subject to change: see help) US | Canada | United Kingdom | Germany | France Editorial Review Twenty years after it topped the bestseller charts, Douglas R. Hofstadter's Gödel, Escher, Bach: An Eternal Golden Braid is still something of a marvel. Besides being a profound and entertaining meditation on human thought and creativity, this book looks at the surprising points of contact between the music of Bach, the artwork of Escher, and the mathematics of Gödel. It also looks at the prospects for computers and artificial intelligence (AI) for mimicking human thought. For the general reader and the computer techie alike, this book still sets a standard for thinking about the future of computers and their relation to the way we think. Hofstadter's great achievement in Gödel, Escher, Bach was making abstruse mathematical topics (like undecidability, recursion, and 'strange loops') accessible and remarkably entertaining. Borrowing a page from Lewis Carroll (who might well have been a fan of this book), each chapter presents dialogue between the Tortoise and Achilles, as well as other characters who dramatize concepts discussed later in more detail. Allusions to Bach's music (centering on his Musical Offering) and Escher's continually paradoxical artwork are plentiful here. This more approachable material lets the author delve into serious number theory (concentrating on the ramifications of Gödel's Theorem of Incompleteness) while stopping along the way to ponder the work of a host of other mathematicians, artists, and thinkers. The world has moved on since 1979, of course. The book predicted that computers probably won't ever beat humans in chess, though Deep Blue beat Garry Kasparov in 1997. And the vinyl record, which serves for some of Hofstadter's best analogies, is now left to collectors. Sections on recursion and the graphs of certain functions from physics look tantalizing, like the fractals of recent chaos theory. And AI has moved on, of course, with mixed results. Yet Gödel, Escher, Bach remains a remarkable achievement. Its intellectual range and ability to let us visualize difficult mathematical concepts help make it one of this century's best for anyone who's interested in computers and their potential for real intelligence. --Richard Dragan Topics Covered: J.S. Bach, M.C. Escher, Kurt Gödel: biographical information and work, artificial intelligence (AI) history and theories, strange loops and tangled hierarchies, formal and informal systems, number theory, form in mathematics, figure and ground, consistency, completeness, Euclidean and non-Euclidean geometry, recursive structures, theories of meaning, propositional calculus, typographical number theory, Zen and mathematics, levels of description and computers; theory of mind: neurons, minds and thoughts; undecidability; self-reference and self-representation; Turing test for machine intelligence. ... Read more Reviews (203)
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