Saunders mclane autobiography sample

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  • We read all 20 National Book Award nominees. Here’s what we thought.


    Fiction

  • WINNER: Redeployment, by Phil Klay

    Redeployment, a book of short stories about the Iraq War, is the best kind of anti-war fiction. Instead of simply asserting that war is hell, Klay shows it — in wrenching, brutal, and even occasionally funny detail.

    Klay himself served as a Marine in Iraq, and many of the protagonists in the stories are the same. Each story is designed, in a different way, to bring out the experience of Americans who fought on the conflict. Oftentimes, this means descriptions of actual combat and its aftermath. But the stories frequently take place in the United States, grappling with the yawning gap between life in a war zone and "normal" life back home.

    Some chapter are absolutely bonechilling. The title story’s opening paragraph, about the organized slaughter of dogs, is absolutely unforgettable. Ditto a chapter about a military chaplain’s attempt to bring war crimes to light — and the command structure’s total, complete dismissal of his efforts. But the tone varies. The most fun, and arguably best, story in the book is a Catch-22 style tale told from the point-of-view of a State Department officer in Iraq. Among the officer’s many

  • Front Cover

  • Preface to the Third Edition

  • From the Preface to the First Edition

  • From the Preface to the Second Edition

  • Contents

  • List of Symbols

  • CHAPTER I Sets, Functions, and Integers

  • 1. Sets

  • 2. Functions

  • 3. Relations and Binary Operations

  • 4. The Natural Numbers

  • 5. Addition and Multiplication

  • 6. Inequalities

  • 7. The Integers

  • 8. The Integers Modulo n

  • 9. Equivalence Relations and Quotient Sets

  • 10. Morphisms

  • 11. Semigroups and Monoids

  • CHAPTER II Groups

  • 1. Groups and Symmetry

  • 2. Rules of Calculation

  • 3. Cyclic Groups

  • 4. Subgroups

  • 5. Defining Relations

  • 6. Symmetric and Alternating Groups

  • 7. Transformation Groups

  • 8. Cosets

  • 9. Kernel and Image

  • 10. Quotient Groups

  • CHAPTER III Rings

  • 1. Axioms for Rings

  • 2. Constructions for Rings

  • 3. Quotient Rings

  • 4. Integral Domains and Fields

  • 5. The Field of Quotients

  • 6. Polynomials

  • 7. Polynomials as Functions

  • 8. The Division Algorithm

  • 9. Principal Ideal Domains

  • 10. Unique Factorization

  • 11. Prime Fields

  • 12. The Euclidean Algorithm

  • 13. Commutative Quotient Rings

  • CHAPTER IV Universal Constructions

  • 1. Examples of Universals

  • 2. Functors

  • 3. Universal Elements

  • 4. Polynomials in Several Variables

  • 5. Categories

  • 6. Po

  • saunders mclane autobiography sample
  • Preparing for Collegiate Writing & Speaking

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    See also

    Crusades

    SARACINO, D.

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