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Everything And More
 
 

Everything And More [Paperback]

Foster David Wallace
2.8 out of 5 stars  See all reviews (31 customer reviews)
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Before discussing the merits of David Foster Wallace's Everything and More: A Compact History of Infinity, it is essential to define what the book is not. This volume in the "Great Discoveries" series is not a history of the personalities and social conditions that led to the "discovery" of infinity. Nor is it a narrative fixated on the cultish fear of--and obsession with--the infinite that has seemingly driven mathematicians insane over the centuries. Rather, Everything and More is a surprisingly rigorous march through the 2000 plus years of mathematical research that began with Aristotle; continued through Galileo, Isaac Newton, G.W. Leibniz, Karl Weierstrass, and J.W.R. Dedekind; and culminated in Georg Cantor and his Set Theory. The task Wallace (author of the bestseller Infinite Jest and other fiction) has set himself is enormously challenging: without radically compromising the complexity of the philosophy, metaphysics, or mathematics that underlies the evolving concept of infinity, present the material to a lay audience in a manner that is entertaining. To propel his narrative, Wallace even develops a style that mirrors the mathematical language he probes. One difficulty in his focus on concepts and not a strict human chronology, though, is that his structure is dependent on frequent digressions (especially early on). Patience is required. Wallace demands that his reader walk through the equations, study the graphs and charts, and relearn college-level concepts to follow along on the exploration. Indeed, after one wrenching dip into Zeno’s paradoxes, Wallace spouts at his imagined complaining audience: "Deal." But the book should be deemed a success. If one grants him the attention he requires, Wallace has made the trip richly rewarding. --Patrick O’Kelley --This text refers to the Hardcover edition.

From Publishers Weekly

The subject of infinity would probably strike most readers familiar with Wallace as perfectly suited to his recursive style, and this book is as weird and wonderful as you'd expect. There are footnotes galore, frequently prefaced by the acronym IYI ("If You're Interested"), which can signal either pure digression or the first hint of an idea more fully developed in later chapters. Among other textual idiosyncrasies is the constant use of the lemniscate instead of the word "infinity," emphasizing that this is "not just an incredibly, unbelievably enormous number" but an abstraction beyond what we normally conceive of when we contemplate numbers. Abstraction is one of Wallace's main themes, particularly how the mathematics of infinity goes squarely against our instinct to avoid abstract thought. The ancient Greeks couldn't handle infinity, he points out, because they loathed abstraction. Later mathematicians fared better, and though the emphasis is on Georg Cantor, all the milestones are treated in turn. Wallace appreciates that infinity can be a "skullclutcher," and though the book isn't exactly easy going, he guides readers through the math gently, including emergency glossaries when necessary. He has an obvious enthusiasm for the subject, inspired by a high school teacher whose presence is felt at irregular intervals. Had he not pursued a career in literary fiction, it's not difficult to imagine Wallace as a historian of science, producing quirky and challenging volumes such as this every few years.
Copyright 2003 Reed Business Information, Inc. --This text refers to the Hardcover edition.

Inside This Book (Learn More)
First Sentence
Unfortunately this is a Foreword you actually have to read-and first-in order to understand certain structural idiosyncrasies and bits of what almost look like code in the main text. Read the first page
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Front Cover | Copyright | Excerpt | Index | Back Cover
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Customer Reviews

31 Reviews
5 star:
 (7)
4 star:
 (5)
3 star:
 (4)
2 star:
 (4)
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Average Customer Review
2.8 out of 5 stars (31 customer reviews)
 
 
 
 
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2 of 2 people found the following review helpful
2.0 out of 5 stars Paradoxically flawed, April 19 2004
By 
Charles Meyerson (Chicago area, Illinois) - See all my reviews
(REAL NAME)   
Inspired by praise for David Foster Wallace's "Everything and More" in publications including The Onion and Wired, I bought it hoping to revive in myself and instill in my kids an enduring excitement about mathematics.

Wallace begins with a series of anecdotes that promised to fill the bill, leavened with plain talk and a bracing occasional bit of scatology. But the book's reliance on advanced notation -- much of it impenetrable even to this reader, despite four years of college math (up to differential equations!) -- soon kills the narrative flow.

Wallace's parenthetical asides and copious footnotes sometimes provide illumination, but the book's scattershot structure belies the dust jacket's promise of "a literary masterpiece."

Even Wallace himself acknowledges the book's shortcomings, apologizing at several points for convoluted sentences, bewildering explanations and jumbled storytelling. A good editor could have helped him cut those knots, isolating the advanced math or otherwise rendering it intelligible, allowing him to deliver what author James Gleick hails in his promotional blurb as "exquisitely (and hilariously) original science writing." (Did Gleick and the other reviewers survive the entire book? Or did they just get the funny parts?)

Reading "Everything and More" was like being trapped in a literary version of Zeno's Paradox: Finishing half the book, then struggling to complete half of what remained, then half of that ... I finally just gave up, disillusioned.

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1 of 1 people found the following review helpful
2.0 out of 5 stars Great start. Please fix this book., Jan 25 2004
By 
"cgus" (KANSAS CITY, MO United States) - See all my reviews
Hi, I'm a set theorist. This book is ambitious. For many pages and sections, I really wanted to give it a lot of stars just for effort. There are some good approaches to some hard material. But the errors got to be just too heinous (I'm not at all referring to oversimplifying for the sake of exposition; of course that's necessary. In fact, I reckon the *level* of rigor in this book is just about ideal). If you want to skip right to a cringe-and-sputter bad part, check out his interpretations of the axioms of set theory starting p. 286. Trust me: Bad. And unlike DFW, I'm not gonna tell you to "trust me" unless I know I know what I'm talking about.

He knows a lot of math for a creative writing prof, but he often doesn't know what he does and doesn't know. There was a lot of history and philosophy in the book that I didn't know about, and so I didn't find many errors in those kinds of sections. I probably learned something about that stuff, but unfortunately having seen so much mathematical incompetence I have to distrust DFW as a non-fiction writer.

DFW writes with a dangerous tone. Not a compliment in this case. The tone is: "This is a lot of difficult (but gorgeous) material, but *I've* got it all figured out. So you just trust me to guide you through it (and even when I'm telling you stuff that appears unjustified and kooky, you know it is correct and worth reading because I'm so well-educated and clever)." It's pompous and it's fun and it's fine if you're right. If you take that tone and you're wrong, you suck. Sorry, DFW.

Other reviewers hate the footnotes and other style/organizational whatnot. I agree with a *little* of that. Mostly I thought his willingness to entertain tangents and interpolations and sidebars an appropriate way of handling the material.

DFW refers a lot to items he learned in "college math" and "sophomore math" and so on. The book acknowledges that these math-items may not be familiar to you, but implies they would be if you took math in college and remembered it. That's often probably not quite true; DFW went to Harvard and appears to have had a college math experience atypical even amongst the rather well educated in America. Does he not know this, or did he make a Command Decision that this book is only for people for whom college = Ivy League?

Can you do a 2nd ed. sometime, DFW? It is story that ought to be told well, and I think you have a great draft here.

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3.0 out of 5 stars Good, but flawed, Jun 18 2004
By 
O. Lytvyn (NJ, USA) - See all my reviews
(REAL NAME)   
Good subject, interesting (although sometimes tangled) presentation.

But the mathematical mistakes just spoil everything. Like the proof of dichotomy convergence using Weierstrass delta-epsilon thing for continuity. What was that? Looked like the author himself didn't quite understand what he was trying to do, so he just crumpled the proof: "Hence... Hence...".

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