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An Introduction to Probability and Inductive Logic textbook by Ian Hacking
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An Introduction to Probability and Inductive Logic by Ian Hacking – A Complete Course on Probability, Induction and Decision Theory

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Product Description

Introduction

Probability and induction sit at the heart of how we reason about an uncertain world, yet the philosophical foundations behind these ideas are often left unexamined even by those who use them daily. An Introduction to Probability and Inductive Logic by Ian Hacking, one of the world's foremost philosophers of science, offers a genuinely accessible way into this foundational material.

Book Overview

Designed to be maximally accessible to the widest range of students, not only those majoring in philosophy, the book assumes no formal training in elementary symbolic logic. Hacking builds a comprehensive course covering all the basic definitions of induction and probability, moving through decision theory, Bayesianism, frequency-based approaches, and the classic philosophical problem of induction itself.

Key Highlights

  • Written by Ian Hacking, one of the world's leading philosophers of science.
  • Assumes no prior formal training in symbolic logic.
  • Covers decision theory, Bayesianism and frequency-based probability.
  • Addresses the classic philosophical problem of induction.
  • Includes a rich supply of exercises drawn from real-world fields.
  • Features numerous brief historical accounts of how these ideas developed.

Inside the Book

The book is organised to build understanding progressively, starting with basic definitions before advancing into more sophisticated territory. Hacking's writing is noted for its lively, vigorous prose and lucid, systematic organisation, qualities that make dense philosophical and mathematical material feel approachable rather than intimidating.

Key Topics

Readers will study the foundational definitions of probability and induction, decision theory as a framework for reasoning under uncertainty, Bayesian approaches to updating belief in light of evidence, and frequency-based interpretations of probability. Exercises throughout draw on examples from psychology, ecology, economics, bioethics, engineering and political science, showing how these abstract ideas apply across many disciplines. The book also traces brief historical accounts of how core ideas in probability and induction actually developed over time.

Reader Benefits

  • Build a solid conceptual foundation in probability and inductive reasoning.
  • Understand Bayesian and frequency-based approaches to probability.
  • Apply decision theory to real-world reasoning under uncertainty.
  • Practice with exercises spanning multiple academic disciplines.
  • Gain historical context for how these foundational ideas emerged.
  • Develop rigorous reasoning skills applicable well beyond philosophy.

Learning Outcomes

By working through this book, readers will be able to apply basic probability and decision theory to practical problems, critically evaluate Bayesian and frequency-based reasoning, and engage thoughtfully with the philosophical problem of induction. The wide-ranging exercises help translate abstract theory into practical, disciplined analytical skill.

Who Should Read

  • Philosophy students studying logic, epistemology or philosophy of science.
  • Science and social science students needing a foundation in probability.
  • Economics, psychology and engineering students applying probabilistic reasoning.
  • Anyone curious about the philosophical foundations of decision-making.
  • Educators teaching introductory logic or philosophy of science courses.

About the Author

Ian Hacking was one of the world's foremost philosophers of science, renowned for work spanning the philosophy of probability, statistics, and the history and philosophy of scientific reasoning. His writing consistently combines rigorous argument with genuine clarity, making complex philosophical material accessible to a wide range of readers.

About the Publisher

This book is published by Cambridge University Press, one of the world's most respected academic publishers, known for authoritative textbooks across philosophy, science and mathematics.

Conclusion

An Introduction to Probability and Inductive Logic remains a trusted, accessible course text for anyone wanting to genuinely understand the foundations of probabilistic and inductive reasoning. Ian Hacking's clarity and rigour make this a rewarding read for students across many disciplines, not just philosophy.

Quick Summary

An Introduction to Probability and Inductive Logic by Ian Hacking is an accessible, comprehensive textbook written by one of the world's foremost philosophers of science. Designed to be approachable for the widest possible range of students, not only those majoring in philosophy, the book assumes no formal background in symbolic logic and builds understanding progressively from basic definitions of probability and induction. From there, it moves into decision theory, Bayesian approaches to updating belief in light of evidence, frequency-based interpretations of probability, and the classic philosophical problem of induction itself. Hacking's writing is known for its lively, vigorous prose and lucid, systematic organisation, qualities that make genuinely difficult material feel approachable rather than intimidating. A rich supply of exercises draws on examples from psychology, ecology, economics, bioethics, engineering and political science, demonstrating how these ideas apply well beyond pure philosophy, while numerous brief historical accounts trace how foundational concepts in probability and induction actually developed over time. Published by Cambridge University Press, the book remains a trusted course text for philosophy, science and social science students alike, offering both mathematical rigour and genuine conceptual clarity for anyone wanting to understand how we reason about uncertainty.

Book Highlights

Written by Ian Hacking, one of the world's leading philosophers of science
Assumes no prior formal training in symbolic logic
Covers decision theory, Bayesianism and frequency-based probability
Addresses the classic philosophical problem of induction
Includes a rich supply of exercises drawn from real-world fields
Features numerous brief historical accounts of how these ideas developed
Written in lively, vigorous and highly readable prose
Lucid, systematic organisation of complex material
Designed to be accessible beyond philosophy majors alone
Includes a full bibliography for further reading
Published by the academically respected Cambridge University Press
Balances mathematical rigour with genuine conceptual clarity
Draws examples from psychology, ecology, economics and engineering
A widely used introductory course textbook worldwide

Book Specifications

ISBN-139780521775014
ISBN-100521775019
Publisher‎ Cambridge University Press
Language‎ English
Dimensions‎ 17.78 x 1.85 x 25.4 cm
Weight‎ 570 g
Country‎ India
CategoryPhilosophy › Logic
GenrePhilosophy / Logic
Reading AgeAdult / Undergraduate
Original LanguageEnglish

Frequently Asked Questions

What is this book about?
It is an introductory textbook covering probability, induction, decision theory and Bayesianism, written for a wide range of students.
Who wrote this book?
It was written by Ian Hacking, one of the world's foremost philosophers of science.
Do I need a background in logic to read this book?
No, the book assumes no formal training in elementary symbolic logic.
Is this book only for philosophy students?
No, it is designed to be accessible to students across science, economics, psychology and other fields.
Does the book cover Bayesian probability?
Yes, it covers Bayesianism alongside frequency-based approaches to probability.
Are there exercises in the book?
Yes, it includes a rich supply of exercises drawing on examples from many different fields.
Does the book include historical context?
Yes, it features brief historical accounts of how ideas in probability and induction developed.
What is the problem of induction?
It is a classic philosophical question about whether and how past observations justify predictions about the future, discussed in depth in the book.
What language is this book written in?
The book is written in English.
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