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Numbers rule
by
George G. Szpiro
in
Al Gore
/ Allan Gibbard
/ American Mathematical Society
/ American Statistical Association
/ Anecdotes
/ Approval voting
/ Arrow's impossibility theorem
/ Ballot
/ Bertrand Russell
/ Bibliography
/ Borda count
/ Bubble sort
/ Career
/ Chairman
/ Computation
/ Computer scientist
/ Criticism
/ Democracy
/ Dictatorship
/ Disadvantage
/ Doctorate
/ Duncan Black
/ Economics
/ Economist
/ Elections
/ Electoral College (United States)
/ Euclidean geometry
/ Geometric mean
/ George W. Bush
/ Harvard University
/ History
/ History & Philosophy
/ Household
/ Italians
/ Jews
/ Kenneth Arrow
/ Leadership
/ Lecture
/ Legislation
/ Legislature
/ Lewis Carroll
/ Marquis de Condorcet
/ Mathematician
/ MATHEMATICS
/ Mathematics -- Anecdotes
/ MATHEMATICS / General
/ MATHEMATICS / History & Philosophy
/ Michel Balinski
/ Nicolas Sarkozy
/ Nobel Prize
/ Papist
/ PBX
/ Peyton Young
/ Philosopher
/ Philosophy
/ Political Ideologies
/ Political philosophy
/ Political Science
/ POLITICAL SCIENCE / Political ideologies / Democracy
/ Politician
/ Politics
/ Pope
/ Probability
/ Proportional representation
/ Ramon Llull
/ Requirement
/ Result
/ Scientist
/ Social Choice and Individual Values
/ Statistic
/ Statistician
/ Suggestion
/ Superiority (short story)
/ Supermajority
/ Tax
/ The Philosopher
/ Theorem
/ Theory
/ United States Constitution
/ Utility
/ Voting
/ Voting behaviour
/ Wealth
2010
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Numbers rule
by
George G. Szpiro
in
Al Gore
/ Allan Gibbard
/ American Mathematical Society
/ American Statistical Association
/ Anecdotes
/ Approval voting
/ Arrow's impossibility theorem
/ Ballot
/ Bertrand Russell
/ Bibliography
/ Borda count
/ Bubble sort
/ Career
/ Chairman
/ Computation
/ Computer scientist
/ Criticism
/ Democracy
/ Dictatorship
/ Disadvantage
/ Doctorate
/ Duncan Black
/ Economics
/ Economist
/ Elections
/ Electoral College (United States)
/ Euclidean geometry
/ Geometric mean
/ George W. Bush
/ Harvard University
/ History
/ History & Philosophy
/ Household
/ Italians
/ Jews
/ Kenneth Arrow
/ Leadership
/ Lecture
/ Legislation
/ Legislature
/ Lewis Carroll
/ Marquis de Condorcet
/ Mathematician
/ MATHEMATICS
/ Mathematics -- Anecdotes
/ MATHEMATICS / General
/ MATHEMATICS / History & Philosophy
/ Michel Balinski
/ Nicolas Sarkozy
/ Nobel Prize
/ Papist
/ PBX
/ Peyton Young
/ Philosopher
/ Philosophy
/ Political Ideologies
/ Political philosophy
/ Political Science
/ POLITICAL SCIENCE / Political ideologies / Democracy
/ Politician
/ Politics
/ Pope
/ Probability
/ Proportional representation
/ Ramon Llull
/ Requirement
/ Result
/ Scientist
/ Social Choice and Individual Values
/ Statistic
/ Statistician
/ Suggestion
/ Superiority (short story)
/ Supermajority
/ Tax
/ The Philosopher
/ Theorem
/ Theory
/ United States Constitution
/ Utility
/ Voting
/ Voting behaviour
/ Wealth
2010
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Numbers rule
by
George G. Szpiro
in
Al Gore
/ Allan Gibbard
/ American Mathematical Society
/ American Statistical Association
/ Anecdotes
/ Approval voting
/ Arrow's impossibility theorem
/ Ballot
/ Bertrand Russell
/ Bibliography
/ Borda count
/ Bubble sort
/ Career
/ Chairman
/ Computation
/ Computer scientist
/ Criticism
/ Democracy
/ Dictatorship
/ Disadvantage
/ Doctorate
/ Duncan Black
/ Economics
/ Economist
/ Elections
/ Electoral College (United States)
/ Euclidean geometry
/ Geometric mean
/ George W. Bush
/ Harvard University
/ History
/ History & Philosophy
/ Household
/ Italians
/ Jews
/ Kenneth Arrow
/ Leadership
/ Lecture
/ Legislation
/ Legislature
/ Lewis Carroll
/ Marquis de Condorcet
/ Mathematician
/ MATHEMATICS
/ Mathematics -- Anecdotes
/ MATHEMATICS / General
/ MATHEMATICS / History & Philosophy
/ Michel Balinski
/ Nicolas Sarkozy
/ Nobel Prize
/ Papist
/ PBX
/ Peyton Young
/ Philosopher
/ Philosophy
/ Political Ideologies
/ Political philosophy
/ Political Science
/ POLITICAL SCIENCE / Political ideologies / Democracy
/ Politician
/ Politics
/ Pope
/ Probability
/ Proportional representation
/ Ramon Llull
/ Requirement
/ Result
/ Scientist
/ Social Choice and Individual Values
/ Statistic
/ Statistician
/ Suggestion
/ Superiority (short story)
/ Supermajority
/ Tax
/ The Philosopher
/ Theorem
/ Theory
/ United States Constitution
/ Utility
/ Voting
/ Voting behaviour
/ Wealth
2010
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eBook
Numbers rule
2010
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Overview
Since the very birth of democracy in ancient Greece, the simple act of voting has given rise to mathematical paradoxes that have puzzled some of the greatest philosophers, statesmen, and mathematicians.Numbers Ruletraces the epic quest by these thinkers to create a more perfect democracy and adapt to the ever-changing demands that each new generation places on our democratic institutions.
In a sweeping narrative that combines history, biography, and mathematics, George Szpiro details the fascinating lives and big ideas of great minds such as Plato, Pliny the Younger, Ramon Llull, Pierre Simon Laplace, Thomas Jefferson, Alexander Hamilton, John von Neumann, and Kenneth Arrow, among many others. Each chapter in this riveting book tells the story of one or more of these visionaries and the problem they sought to overcome, like the Marquis de Condorcet, the eighteenth-century French nobleman who demonstrated that a majority vote in an election might not necessarily result in a clear winner. Szpiro takes readers from ancient Greece and Rome to medieval Europe, from the founding of the American republic and the French Revolution to today's high-stakes elective politics. He explains how mathematical paradoxes and enigmas can crop up in virtually any voting arena, from electing a class president, a pope, or prime minister to the apportionment of seats in Congress.
Numbers Ruledescribes the trials and triumphs of the thinkers down through the ages who have dared the odds in pursuit of a just and equitable democracy.
Publisher
Princeton University Press
Subject
/ American Mathematical Society
/ American Statistical Association
/ Arrow's impossibility theorem
/ Ballot
/ Career
/ Chairman
/ Electoral College (United States)
/ History
/ Italians
/ Jews
/ Lecture
/ MATHEMATICS / History & Philosophy
/ Papist
/ PBX
/ POLITICAL SCIENCE / Political ideologies / Democracy
/ Politics
/ Pope
/ Result
/ Social Choice and Individual Values
/ Tax
/ Theorem
/ Theory
/ Utility
/ Voting
/ Wealth
ISBN
0691139946, 9780691139944, 1400834449, 9781400834440
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