Principles of Uncertainty Principles of Uncertainty
    • ¥8,800

Publisher Description

Praise for the first edition:

Principles of Uncertainty
is a profound and mesmerising book on the foundations and principles of subjectivist or behaviouristic Bayesian analysis. … the book is a pleasure to read. And highly recommended for teaching as it can be used at many different levels. … A must-read for sure!—Christian Robert, CHANCE
It's a lovely book, one that I hope will be widely adopted as a course textbook.
Michael Jordan, University of California, Berkeley, USA

Like the prize-winning first edition, Principles of Uncertainty, Second Edition is an accessible, comprehensive text on the theory of Bayesian Statistics written in an appealing, inviting style, and packed with interesting examples. It presents an introduction to the subjective Bayesian approach which has played a pivotal role in game theory, economics, and the recent boom in Markov Chain Monte Carlo methods. This new edition has been updated throughout and features new material on Nonparametric Bayesian Methods, the Dirichlet distribution, a simple proof of the central limit theorem, and new problems.

Key Features: First edition won the 2011 DeGroot Prize Well-written introduction to theory of Bayesian statistics Each of the introductory chapters begins by introducing one new concept or assumption Uses "just-in-time mathematics"—the introduction to mathematical ideas just before they are applied

GENRE
Science & Nature
RELEASED
2020
November 25
LANGUAGE
EN
English
LENGTH
522
Pages
PUBLISHER
CRC Press
SELLER
Taylor & Francis Group
SIZE
8.6
MB
Introduction to Probability and Statistics Introduction to Probability and Statistics
2019
Handbook of Probability Handbook of Probability
2013
Lectures on the Coupling Method Lectures on the Coupling Method
2012
Theory of Probability Theory of Probability
2018
Probability Distributions: Questions and Answers (2020 Edition) Probability Distributions: Questions and Answers (2020 Edition)
2019
INTRODUCTION TO STOCHASTIC PROCESSES INTRODUCTION TO STOCHASTIC PROCESSES
2021
Randomization, Bootstrap and Monte Carlo Methods in Biology Randomization, Bootstrap and Monte Carlo Methods in Biology
2020
Statistics in Survey Sampling Statistics in Survey Sampling
2025
Exercises and Solutions in Probability and Statistics Exercises and Solutions in Probability and Statistics
2025
Stationary Stochastic Processes Stationary Stochastic Processes
2012
Exercises in Statistical Reasoning Exercises in Statistical Reasoning
2025
Linear Models with R Linear Models with R
2025