In this Book

  • The History of the Origins of Representative Government in Europe
  • Book
  • Francois Guizot
  • 2012
  • Published by: Liberty Fund
summary

“In every society there exists a certain sum of correct ideas. This sum of correct ideas is scattered among the individuals who make up the society and is unequally distributed among them. The problem is to gather up all the scattered and incomplete fragments of this power, to concentrate them, and to constitute them into a government. What is called ‘representation’ is nothing other than the means of arriving at this result. It is not an arithmetic machine intended to collect and enumerate individual wills. It is a natural process for extracting from the bosom of society the public reason that alone has the right to govern.

—from the book

The French political philosopher and historian François Guizot (1787–1874) was one of the French Doctrinaires, thinkers who sought to avoid the interpretations of the Revolution advanced by either extreme of Left or Right. He argued that in order to understand the nature of political institutions it is necessary to study first the society, its composition, mores, and the relation between various classes. At the very center of his theory lies the principle of the sovereignty of reason.

Aurelian Craiutu, associate professor of political science at Indiana University, writes in the introduction: "A cursory look at the table of contents shows the originality of this unusual book: it combines lengthy narrative chapters full of historical details with theoretical chapters in which Guizot reflects on the principles, goals, and institutions of representative government." The first part of the book covers the period from the fifth to the eleventh century and such topics as the "true" principles of representative government and the origin and consequences of the sovereignty of the people. The second part spans the Norman Conquest to the reign of the Tudors in England and analyzes the architecture of the English Constitutional monarchy.

Guizot's historical method combined philosophy and history by passing from the exposition of facts to the examination of ideas. Readers not familiar with him will profit from an encounter with Guizot, who not only writes in a beautiful French style but also illustrates the French liberal-conservative tradition at its best, much like Constant and Tocqueville.

Table of Contents

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  1. Title Page, Copyright
  2. pp. 1-4
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  1. Table of Contents
  2. p. v
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  1. Introduction to the Liberty Fund Edition
  2. pp. vii-xvi
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  1. Editor's Note
  2. p. xvii
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  1. Preface
  2. pp. xviii-xix
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  1. Table of Contents
  2. p. xxi
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  1. Part I. Representative Institutions in England, France, and Spain, from the Fifth to the Eleventh Century
  1. Lecture 1
  2. pp. 3-19
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  1. Lecture 2
  2. pp. 20-27
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  1. Lecture 3
  2. pp. 28-34
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  1. Lecture 4
  2. pp. 35-40
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  1. Lecture 5, p. 41
  2. pp. 41-46
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  1. Lecture 6
  2. pp. 47-55
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  1. Lecture 7, p. 56
  2. pp. 56-65
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  1. Lecture 8
  2. pp. 66-70
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  1. Lecture 9
  2. pp. 71-74
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  1. Lecture 10
  2. pp. 75-81
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  1. Lecture 11
  2. pp. 82-88
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  1. Lecture 12
  2. pp. 89-94
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  1. Lecture 13
  2. pp. 95-100
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  1. Lecture 14
  2. pp. 101-107
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  1. Lecture 15
  2. pp. 108-114
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  1. Lecture 16
  2. pp. 115-122
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  1. Lecture 17
  2. pp. 123-128
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  1. Lecture 18
  2. pp. 129-141
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  1. Lecture 19
  2. pp. 134-141
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  1. Lecture 20
  2. pp. 142-148
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  1. Lecture 21
  2. pp. 149-153
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  1. Lecture 22
  2. pp. 154-166
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  1. Lecture 23
  2. pp. 167-177
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  1. Lecture 24
  2. pp. 178-184
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  1. Lecture 25
  2. pp. 185-195
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  1. Lecture 26
  2. pp. 196-218
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  1. Part 2. Essays of Representative Government in England, from the Conquest till the Reign of the Tudors
  1. Lecture 1
  2. pp. 221-230
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  1. Lecture 2
  2. pp. 231-239
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  1. Lecture 3
  2. pp. 240-245
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  1. Lecture 4
  2. pp. 246-251
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  1. Lecture 5
  2. pp. 252-257
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  1. Lecture 6
  2. pp. 258-262
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  1. Lecture 7
  2. pp. 263-271
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  1. Lecture 8
  2. pp. 272-276
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  1. Lecture 9
  2. pp. 277-284
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  1. Lecture 10
  2. pp. 285-297
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  1. Lecture 11
  2. pp. 298-305
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  1. Lecture 12
  2. pp. 306-312
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  1. Lecture 13
  2. pp. 313-319
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  1. Lecture 14
  2. pp. 320-327
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  1. Lecture 15
  2. pp. 328-338
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  1. Lecture 16
  2. pp. 339-352
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  1. Lecture 17
  2. pp. 353-358
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  1. Lecture 18
  2. pp. 359-376
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  1. Lecture 19
  2. pp. 377-381
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  1. Lecture 20
  2. pp. 382-388
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  1. Lecture 21
  2. pp. 389-398
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  1. Lecture 22
  2. pp. 399-405
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  1. Lecture 23
  2. pp. 406-413
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  1. Lecture 24
  2. pp. 414-424
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  1. Lecture 25
  2. pp. 425-436
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  1. Index
  2. pp. 437-457
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  1. Publication Information
  2. p. 496
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