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Cornell University Boston San Franc
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Contents About the Authors Preface
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X Contents 9 10 Extending the Limit
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xiv Preface problems out in the wor
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Preface Chapters 2 and 3 also prese
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xxii Preface Preface xxiii Sue Whit
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2 Chapter 1 Introduction: Some Repr
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6 Chapter 1 Introduction: Some Repr
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10 Chapter 1 Introduction: Some Rep
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14 Chapter ! Introduction: Some Rep
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18 Chapter 1 Introduction: Some Rep
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22 Chapter 1 Introduction: Some Rep
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26 Chapter 1 Introduction: Some Rep
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30 Chapter 2 Basics of Algorithm An
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34 n= I0 n=30 n=50 = 100 = 1,000 10
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58 Chapter 2 Basics of Algorithm An
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42 Chapter 2 Basics of Algorithm An
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46 Chapter 2 Basics of Algorithm An
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50 Chapter 2 Basics of Algorithm An
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54 Chapter 2 Basics of Algorithm An
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58 Chapter 2 Basics of Algorithm An
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62 Chapter 2 Basics of Algorithm An
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66 Chapter 2 Basics of Algorithm An
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70 Chapter 2 Basics of Algorithm An
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74 Chapter 3 Graphs 3.1 Basic Defin
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78 Chapter 3 Graphs Rooted trees ar
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82 Chapter 3 Graphs Current compone
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86 Chapter 3 Graphs Proof. Suppose
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90 Chapter 3 Graphs Two of the simp
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94 Chapter 3 Graphs most ~u nv = 2m
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98 Chapter 3 Graphs It is important
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102 Chapter 3 Graphs ordering, that
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106 Chapter 3 Graphs We can already
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110 Chapter 3 Graphs Exercises 111
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Greedy A~gorithms In Wall Street, t
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- Page 82 and 83: 138 Chapter 4 Greedy Algorithms 4.4
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- Page 102 and 103: 178 Chapter 4 Greedy Algorithms Fig
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- Page 109 and 110: 192 Chapter 4 Greedy Algorithms 8.
- Page 111 and 112: 196 Chapter 4 Greedy Algorithms 15.
- Page 113 and 114: 200 Chapter 4 Greedy Algorithms 21.
- Page 115 and 116: 204 Chapter 4 Greedy Algorithms Not
- Page 117 and 118: Chapter Divide artd Cortquer Divide
- Page 119 and 120: 212 Chapter 5 Divide and Conquer Th
- Page 121: 216 cn time plus recursive calls Ch
- Page 125 and 126: 224 Chapter 5 Divide and Conquer El
- Page 127 and 128: 228 Chapter 5 Divide and Conquer 5.
- Page 129 and 130: 232 Chapter 5 Divide and Conquer (a
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- Page 133 and 134: 240 Chapter 5 Divide and Conquer po
- Page 135 and 136: 244 Chapter 5 Divide and Conquer Th
- Page 137 and 138: 248 Chapter 5 Divide and Conquer It
- Page 139 and 140: 252 Chapter 6 Dynamic Programming b
- Page 141 and 142: 256 Chapter 6 Dynamic Programming 6
- Page 143 and 144: 260 Index 1 2 3 4 5 6 L~ I = 2 Chap
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- Page 147 and 148: 268 Chapter 6 Dynamic Programming t
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- Page 151 and 152: 276 Chapter 6 Dynamic Programming 1
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- Page 155 and 156: 284 Figure 6.18 The OPT values for
- Page 157 and 158: 288 Chapter 6 Dynamic Programming U
- Page 159 and 160: 292 (a) Figure 6.21 (a) With negati
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- Page 163 and 164: 300 Chapter 6 Dynamic Programming p
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320 Chapter 6 Dynamic Programming (
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324 Chapter 6 Dynamic Programming 1
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328 Chapter 6 Dynamic Programming T
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332 Chapter 6 Dynamic Programming 2
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336 Chapter 6 Dynamic Programming h
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54O Chapter 7 Network Flow define f
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344 Chapter 7 Network Flow This aug
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348 Chapter 7 Network Flow Proof. ~
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352 Chapter 7 Network Flow In the n
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356 Chapter 7 Network Flow (7.19) T
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360 Chapter 7 Network Flow preflow
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364 Chapter 7 Network Flow Heights
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368 Chapter 7 Network Flow ~ The Pr
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372 Chapter 7 Network Flow that are
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376 Chapter 7 Network Flow I~low ar
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380 Chapter 7 Network Flow Figure 7
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384 Chapter 7 Network Flow Lower bo
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388 BOS 6 DCA 7 DCA 8 Chapter 7 Net
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392 Chapter 7 Network Flow natural
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396 Chapter 7 Network Flow 7.11 Pro
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400 Chapter 7 Network Flow 7.12 Bas
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404 Chapter 7 Network Flow to cross
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4O8 Chapter 7 Network Flow Why are
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412 Chapter 7 Network Flow ProoL Th
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416 Chapter 7 Network Flow Figure 7
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420 Chapter 7 Network Flow 11. Now
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424 Figure 7.29 An instance of Cove
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428 Chapter 7 Network Flow 22. This
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432 Chapter 7 Network Flow generall
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436 Chapter 7 Network Flow (a) (b)
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440 Chapter 7 Network Flow going to
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Chapter 7 Network Flow 44. 45. Give
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448 Chapter 7 Network Flow 51. The
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452 Chapter 8 NP and Computational
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456 Chapter 8 NP and Computational
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460 Chapter 8 NP and Computational
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464 Chapter 8 NP and Computational
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468 Chapter 8 NP and Computational
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472 Chapter 8 NP and Computation!!
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476 Chapter 8 NP and Computational
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480 Chapter 8 NP and Computational
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484 Chapter 8 NP and Computational
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488 Chapter 8 NP and Computational
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492 Chapter 8 NP and Computational
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496 Chapter 8 NP and Computational
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5OO Chapter 8 NP and Computational
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504 Chapter 8 NP and Computational
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508 Chapter 8 NP and Computational
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512 Chapter 8 NP and Computational
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516 Chapter 8 NP and Computational
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520 Chapter 8 NP and Computational
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524 Chapter 8 NP and Computational
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528 Chapter 8 NP and Computational
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532 Chapter 9 PSPACE: A Class of Pr
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536 Chapter 9 PSPACE: A Class of Pr
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540 Chapter 9 PSPACE: A Class of Pr
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544 Chapter 9 PSPACE: A Class of Pr
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548 Chapter 9 PSPACE: A Class of Pr
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552 Chapter 9 PSPACE: A Class of Pr
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556 Chapter 10 Extending the Limits
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560 Chapter 10 Extending the Limits
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564 Chapter 10 Extending the Limits
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568 Chapter 10 Extending the Limits
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572 Chapter 10 Extending the Limits
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576 Chapter 10 Extending the Limits
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58O Chapter 10 Extending the Limits
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584 Chapter 10 Extending the Limits
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588 Chapter 10 Extending the Limits
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592 Chapter 10 Extending the Limits
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596 Figure 10.12 A triangulated cyc
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600 Chapter 11 Approximation Algori
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604 Chapter 11 Approximation Algori
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608 Chapter 11 Approximation Algori
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612 Chapter 11 Approximation Algori
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616 Chapter 11 Approximation Algori
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620 Chapter 11 Approximation Algori
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624 Chapter 11 Approximation Algori
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628 Chapter 11 Approximation Mgorit
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632 Chapter 11 Approximation Algori
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636 Chapter !! Approximation Algori
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640 Chapter 11 Approximation Mgofit
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644 Chapter 11 Approximation Mgofit
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648 Chapter 11 Approximation Algori
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652 Chapter 11 Approximation Algori
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656 Chapter 11 Approximation Mgorit
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660 Chapter 11 Approximation Mgofit
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664 Chapter 12 Local Search basic p
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668 Chapter 12 Local Search moves b
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672 Chapter 12 Local Search of all
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676 Chapter 12 Local Search 12.4 Ma
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680 Chapter 12 Local Search saw ear
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684 Chapter 12 Local Search utting
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688 Chapter 12 Local Search this di
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692 Chapter 12 Local Search sides a
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696 Chapter 12 Local Search Of cour
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7OO Chapter 12 Loca! Search and for
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7O4 Chapter 12 Local Search A previ
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708 Chapter 13 Randomized Algorithm
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712 Chapter 13 Randomized Algorithm
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716 Chapter 13 Randomized Algorithm
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720 Chapter 13 Randomized Algorithm
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724 Chapter 13 Randomized Mgorithms
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728 Chapter 13 Randomized Algorithm
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732 Chapter 13 Randomized Algorithm
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736 Chapter 13 Randomized Mgofithms
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740 Chapter 13 Randomized Algorithm
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744 Chapter 13 Randomized Mgorithms
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748 Chapter 13 Randomized Mgorithms
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752 Chapter 13 Randomized Algorithm
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756 Chapter 13 Randomized Algorithm
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760 Chapter 13 Randomized Algorithm
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764 Chapter 13 Randomized Algorithm
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768 Chapter 13 Randomized Algorithm
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772 Chapter 13 Randomized Algorithm
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776 Chapter 13 Randomized Algorithm
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780 Chapter 13 Randomized Algorithm
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784 Chapter 13 Randomized Algorithm
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788 Chapter 13 Randomized Algorithm
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792 Chapter !3 Randomized Algorithm
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796 Epilogue: Algorithms That Run F
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800 Epilogue: Algorithms That Run F
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8O4 Epilogue: Algorithms That Run F
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808 References L. R. Ford. Network
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812 References M. Mitzenmacher and
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816 Index Approximation algorithms
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820 Cushions in packet switching, 8
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824 Index Graphs (cont.) queues and
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828 Index Mapping genomes, 279, 521
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832 Index Index 833 Preflow-Push Ma
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836 Index Stale items in randomized