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The Theory of Committees and Elections

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Cover of 'The Theory of Committees and Elections'

Table of Contents

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    Book Overview
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    Chapter 1 A Committee and Motions
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    Chapter 2 Independent Valuation
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    Chapter 3 Can a Motion be Represented by the Same Symbol on Different Schedules?
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    Chapter 4 A Committee Using a Simple Majority: Single-Peaked Preference Curves
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    Chapter 5 A Committee Using a Simple Majority: Other Shapes of Preference Curves
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    Chapter 6 A Committee Using a Simple Majority: Any Shapes of Preference Curves, Number of Motions Finite
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    Chapter 7 Cyclical Majorities
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    Chapter 8 When the Ordinary Committee Procedure is in Use the Members’ Scales of Valuation may be Incomplete
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    Chapter 9 Which Candidate Ought to be Elected?
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    Chapter 10 Examination of Some Methods of Election in Single-Member Constituencies
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    Chapter 11 Proportional Representation
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    Chapter 12 The Decisions of a Committee Using a Special Majority
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    Chapter 13 The Elasticity of Committee Decisions with an Altering Size of Majority
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    Chapter 14 The Elasticity of Committee Decisions with Alterations in the Members’ Preference Schedules
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    Chapter 15 The Converse Problem: The Group of Schedules to Correspond to a Given Voting Matrix
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    Chapter 16 A Committee Using a Simple Majority: Complementary Motions
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    Chapter 17 International Agreements, Sovereignty and the Cabinet
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    Chapter 18 Borda, Condorcet and Laplace
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    Chapter 19 E. J. Nanson and Francis Galton
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    Chapter 20 The Circumstances in which Rev. C. L. Dodgson (Lewis Carroll) Wrote His Three Pamphlets
Attention for Chapter 11: Proportional Representation
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Chapter title
Proportional Representation
Chapter number 11
Book title
The Theory of Committees and Elections
Published by
Springer, Dordrecht, January 1987
DOI 10.1007/978-94-009-4225-7_11
Book ISBNs
978-9-40-108375-1, 978-9-40-094225-7
Authors

Duncan Black