
audiobook
by John Venn
THE
PREFACE TO FIRST EDITION.
PREFACE TO SECOND EDITION.
PREFACE TO THIRD EDITION.
PART I. - PHYSICAL FOUNDATIONS OF THE SCIENCE OF PROBABILITY. Chh. I–V. - CHAPTER I. - THE SERIES OF PROBABILITY.
PART II. - LOGICAL SUPERSTRUCTURE ON THE ABOVE PHYSICAL FOUNDATIONS. Chh. VI–XIV. - CHAPTER VI. - MEASUREMENT OF BELIEF.
PART III. - VARIOUS APPLICATIONS OF THE THEORY OF PROBABILITY. Chh. XV–XIX. - CHAPTER XV. - INSURANCE AND GAMBLING.
THE LOGIC OF CHANCE. - CHAPTER I. - ON CERTAIN KINDS OF GROUPS OR SERIES AS THE FOUNDATION OF PROBABILITY.
CHAPTER II. - FURTHER DISCUSSION UPON THE NATURE OF THE SERIES MENTIONED IN THE LAST CHAPTER.
CHAPTER III. - ON THE CAUSAL PROCESS BY WHICH THE GROUPS OR SERIES OF PROBABILITY ARE BROUGHT ABOUT.
This essay opens a clear, conversational exploration of probability as a logical tool for everyday judgment rather than a collection of abstruse formulas. The author insists that only elementary arithmetic is needed, deliberately steering clear of heavy algebra. By presenting chance as a bridge between moral philosophy, social science, and emerging statistics, the work stakes a claim for its relevance beyond the mathematics classroom.
He critiques the traditional reliance on dice and card puzzles, arguing that such examples betray a disconnect from real‑world decision making. Instead, he draws on topics like the credibility of witnesses and the interpretation of geological data to show how probabilistic reasoning shapes legal, scientific, and ethical judgments. Though the discussion remains firmly grounded in logical analysis, it invites listeners to grasp the principles before any formal mathematics becomes necessary.
Full title
The Logic of Chance, 3rd edition An Essay on the Foundations and Province of the Theory of Probability, With Especial Reference to Its Logical Bearings and Its Application to Moral and Social Science and to Statistics An Essay on the Foundations and Province of the Theory of Probability, With Especial Reference to Its Logical Bearings and Its Application to Moral and Social Science and to Statistics
Language
en
Duration
~15 hours (910K characters)
Publisher of text edition
Project Gutenberg
Credits
Produced by Juliet Sutherland, Andrew D. Hwang, and the Online Distributed Proofreading Team at http://www.pgdp.net.
Release date
2018-06-19
Rights
Public domain in the USA.

1834–1923
Best known for the simple overlapping circles that now bear his name, this English logician helped make abstract ideas in logic and probability easier to see and discuss. He spent most of his career at Cambridge, where his work reached far beyond the classroom.
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