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Excursions in Modern Mathematics: Pearson New International Edition

Excursions in Modern Mathematics: Pearson New International Edition

          
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About the Book

Excursions in Modern Mathematics introduces non-math majors to the power of math by exploring applications like social choice and management science, showing that math is more than a set of formulas. Ideal for an applied liberal arts math course, Tannenbaum's text is known for its clear, accessible writing style and its unique exercise sets that build in complexity from basic to more challenging. The Eighth Edition offers more real data and applications to connect with today's students, expanded coverage of applications like growth, and revised exercise sets. MyMathLab exercise sets are expanded and the new Ready To Go MyMathLab course makes course set-up even easier.

Table of Contents:
PART 1. SOCIAL CHOICE   1. The Mathematics of Elections: The Paradoxes of Democracy 1.1 The Basic Elements of an Election 1.2 The Plurality Method 1.3 The Borda Count Method 1.4 The Plurality-with-Elimination Method 1.5 The Method of Pairwise Comparisons 1.6 Fairness Criteria and Arrow’s Impossibility Theorem    Conclusion    Key Concepts    Exercises    Projects and Papers   2. The Mathematics of Power: Weighted Voting 2.1 An Introduction to Weighted Voting 2.2 Banzhaf Power 2.3 Shapley-Shubik Power 2.4 Subsets and Permutations    Conclusion    Key Concepts    Exercises    Projects and Papers   3. The Mathematics of Sharing: Fair-Division Games 3.1 Fair-Division Games 3.2 The Divider-Chooser Method 3.3 The Lone-Divider Method 3.4 The Lone-Chooser Method 3.5 The Method of Sealed Bids 3.6 The Method of Markers    Conclusion    Key Concepts    Exercises    Projects and Papers   4. The Mathematics of Apportionment: Making the Rounds 4.1 Apportionment Problems and Apportionment Methods 4.2 Hamilton’s Method 4.3 Jefferson’s Method 4.4 Adams’s and Webster’s Methods 4.5 The Huntington-Hill Method 4.6 The Quota Rule and Apportionment Paradoxes    Conclusion    Key Concepts    Exercises    Projects and Papers   PART 2. MANAGEMENT SCIENCE   5. The Mathematics of Getting Around: Euler Paths and Circuits 5.1 Street-Routing Problems 5.2 An Introduction to Graphs 5.3 Euler’s Theorems and Fleury’s Algorithm 5.4 Eulerizing and Semi-Eulerizing Graphs    Conclusion    Key Concepts    Exercises    Projects and Papers   6. The Mathematics of Touring: Traveling Salesman Problems 6.1 What Is a Traveling Salesman Problem? 6.2 Hamilton Paths and Circuits 6.3 The Brute-Force Algorithm 6.4 The Nearest-Neighbor and Repetitive Nearest-Neighbor Algorithms 6.5 The Cheapest-Link Algorithm    Conclusion    Key Concepts    Exercises    Projects and Papers    The Mathematics of Networks   7. The Cost of Being Connected 7.1 Networks and Trees 7.2 Spanning Trees, MST’s, and MaxST’s 7.3 Kruskal’s Algorithm    Conclusion    Key Concepts    Exercises    Projects and Papers   8. The Mathematics of Scheduling: Chasing the Critical Path 8.1 An Introduction to Scheduling 8.4 Directed Graphs 8.3 Priority-List Scheduling 8.4 The Decreasing-Time Algorithm 8.5 Critical Paths and the Critical-Path Algorithm    Conclusion    Key Concepts    Exercises    Projects and Papers   PART 3. GROWTH   9. Population Growth Models: There Is Strength in Numbers 9.1 Sequences and Population Sequences 9.2 The Linear Growth Model 9.3 The Exponential Growth Model 9.4 The Logistic Growth Model    Conclusion    Key Concepts    Exercises    Projects and Papers   10. Financial Mathematics: Money Matters 10.1 Percentages 10.2 Simple Interest 10.3 Compound Interest 10.4 Consumer Debt


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Product Details
  • ISBN-13: 9781292022048
  • Publisher: Pearson Education Limited
  • Publisher Imprint: Pearson Education Limited
  • Edition: 8 ed
  • Language: English
  • Returnable: Y
  • Sub Title: Pearson New International Edition
  • Width: 220 mm
  • ISBN-10: 1292022043
  • Publisher Date: 06 Aug 2013
  • Binding: Paperback
  • Height: 275 mm
  • No of Pages: 544
  • Spine Width: 20 mm
  • Weight: 1175 gr


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