% LaTeX source for Misprints and Errors in 4th edn of Bayesian Statistics: An Introduction
\documentclass[oneside]{book}
\usepackage{amsmath}
\usepackage{amssymb}
\usepackage{amsbsy}
\usepackage{makeidx}
\usepackage{epsf}
\usepackage{graphicx}
\usepackage{comment}
\setcounter{secnumdepth}{1}
\setcounter{tocdepth}{1}
% Set up environment for exercises at ends of chapters
\newcounter{qno}
\newcommand{\startqs}{\setcounter{qno}{0}\vspace{-1.5\baselineskip}}
\newcommand{\nextq}
{\vspace{1.5\baselineskip}\noindent\addtocounter{qno}{1}\arabic{qno}.\quad}
% Allow for blank lines
\newcommand{\blankline}{\vspace{\baselineskip}\noindent}
% Define digitwidth and dotwidth (TeXbook p. 241)
\newdimen\digitwidth
\setbox0=\hbox{\rm0}
\digitwidth=\wd0
\newdimen\dotwidth
\setbox0=\hbox{\rm.}
\dotwidth=\wd0
% Notation for vectors, matrices, estimates, random variables and sample means
\newcommand{\vect}{\boldsymbol}
\newcommand{\matr}{\boldsymbol}
\newcommand{\est}{\widehat}
\newcommand{\random}{\widetilde}
\newcommand{\mean}{\overline}
% Notation for dots in subscripts
\newcommand {\bdot}{\hbox{\Huge .}}
\newcommand {\dotdot}{{\hbox{\Huge .}\kern-0.1667em\hbox{\Huge .}}}
\newcommand {\onedot}{1\kern-0.1667em\bdot}
\newcommand {\twodot}{2\kern-0.1667em\bdot}
\newcommand {\idot}{i\kern-0.1667em\bdot}
\newcommand {\jdot}{j\kern-0.1667em\bdot}
\newcommand {\mdot}{m\kern-0.1667em\bdot}
\newcommand {\dotj}{\kern-0.1667em\bdot\kern-0.1667em j}
% Define sech, arc sin and arc cos
\newcommand{\sech}{\operatorname{sech}}
\renewcommand{\arcsin}{\operatorname{arc\,sin}}
\renewcommand{\arccos}{\operatorname{arc\,cos}}
% Define Probability, Expectation, Variance, Covariance, Median, Mode
\renewcommand{\Pr}{\mbox{$\mathsf P$}}
\newcommand{\E}{\mbox{$\mathsf E$}}
\newcommand{\Var}{\mbox{$\mathcal V$}}
\newcommand{\Cov}{\mbox{$\mathcal C$}}
\newcommand{\median}{\mbox{median\,}}
\newcommand{\mode}{\mbox{mode\,}}
% Define notation for evidence
\newcommand{\Ev}{\mbox{Ev}}
% Define small common fractions for use in display formulae
\newcommand{\half}{\mbox{$\frac{1}{2}$}}
\newcommand{\smallhalf}{\mbox{\small$\frac{1}{2}$}}
\newcommand{\quarter}{\mbox{$\frac{1}{4}$}}
\newcommand{\third}{\mbox{$\frac{1}{3}$}}
\newcommand{\twothirds}{\mbox{$\frac{2}{3}$}}
\newcommand{\ninth}{\mbox{$\frac{1}{9}$}}
% Alternative notation for fractions (TeXbook, exercise 11.6)
\newcommand{\slopefrac}[2]{\leavevmode\kern.1em
\raise .5ex\hbox{\the\scriptfont0 #1}\kern-.1em
/\kern-.15em\lower .25ex\hbox{\the\scriptfont0 #2}}
% Notation for beta funcion
\newcommand{\Betafn}{\mbox{B}}
% Define names of distributions
\newcommand{\N}{\mbox{N}} % A.1
\newcommand{\G}{\mbox{G}} % A.4
\newcommand{\Ex}{\mbox{E}} % A.4
\renewcommand{\t}{\mbox{t}} % A.8
\newcommand{\Be}{\mbox{Be}} % A.10
\newcommand{\B}{\mbox{B}} % A.11
\renewcommand{\P}{\mbox{P}} % A.12
\newcommand{\NB}{\mbox{NB}} % A.13
\renewcommand{\H}{\mbox{H}} % A.14
\newcommand{\U}{\mbox{U}} % A.15
\newcommand{\UD}{\mbox{UD}} % A.15
\newcommand{\Pa}{\mbox{Pa}} % A.16
\newcommand{\Pabb}{\mbox{Pabb}} % A.16
\newcommand{\M}{\mbox{M}} % A.17
\newcommand{\BF}{\mbox{BF}} % A.18
\newcommand{\F}{\mbox{F}} % A.19
\newcommand{\z}{\mbox{z}} % A.20
\newcommand{\C}{\mbox{C}} % A.21
% Define some common bold symbols
\newcommand{\bbeta}{\mbox{$\boldsymbol\beta$}}
\newcommand{\beeta}{\mbox{$\boldsymbol\eta$}}
\newcommand{\btheta}{\mbox{$\boldsymbol\theta$}}
\newcommand{\bkappa}{\mbox{$\boldsymbol\kappa$}}
\newcommand{\blambda}{\mbox{$\boldsymbol\lambda$}}
\newcommand{\bmu}{\mbox{$\boldsymbol\mu$}}
\newcommand{\btau}{\mbox{$\boldsymbol\tau$}}
\newcommand{\bzero}{\mbox{$\boldsymbol0$}}
% Further bold symbols for use in connection with hierachical models
\newcommand {\bpiem}{\mbox{\boldmath $\pi^{EM}$}}
\newcommand {\bhtheta}{\mbox{\boldmath $\est\theta$}}
\newcommand {\bhthetao}{\mbox{\boldmath $\est\theta^{\mbox{\scriptsize\it0}}$}}
\newcommand {\bhthetajs}{\mbox{\boldmath $\est\theta^{JS}$}}
\newcommand {\bhthetajsplus}{\mbox{\boldmath $\est\theta^{JS^{{}_+}}$}}
\newcommand {\bhthetaem}{\mbox{\boldmath $\est\theta^{EM}$}}
\newcommand {\bhthetab}{\mbox{\boldmath $\est\theta^{B}$}}
\newcommand {\bhthetaeb}{\mbox{\boldmath $\est\theta^{EB}$}}
\newcommand {\thetabar}{\mbox{$\mean\theta$}}
\newcommand {\bphi}{\mbox{\boldmath $\phi$}}
\newcommand {\BPhi}{\mbox{\boldmath $\Phi$}}
\newcommand {\bpsi}{\mbox{\boldmath $\psi$}}
\newcommand {\BPsi}{\mbox{\boldmath $\Psi$}}
\newcommand {\BSigma}{\mbox{\boldmath $\Sigma$}}
% Define transpose for matrix theory
\newcommand{\transpose}{\mbox{${}^{\text{T}}$}}
% Define differentials with roman d and thin space before
\renewcommand{\d}{\mbox{d}}
\newcommand{\dF}{\,\mbox{\d$F$}}
\newcommand{\dt}{\,\mbox{\d$t$}}
\newcommand{\du}{\,\mbox{\d$u$}}
\newcommand{\dU}{\,\mbox{\d$U$}}
\newcommand{\dx}{\,\mbox{\d$x$}}
\newcommand{\dbx}{\,\text{\d$\vect x$}}
\newcommand{\dy}{\,\text{\d$y$}}
\newcommand{\dby}{\,\text{\d$\vect y$}}
\newcommand{\dz}{\,\mbox{\d$z$}}
\newcommand{\dgamma}{\,\mbox{\d$\gamma$}}
\newcommand{\dzeta}{\,\mbox{\d$\zeta$}}
\newcommand{\deta}{\,\mbox{d$\eta$}}
\newcommand{\dtheta}{\,\mbox{\d$\theta$}}
\newcommand{\dbtheta}{\,\mbox{\d$\boldsymbol\theta$}}
\newcommand{\dkappa}{\,\mbox{\d$\kappa$}}
\newcommand{\dlambda}{\,\mbox{\d$\lambda$}}
\newcommand{\dLambda}{\,\mbox{\d$\Lambda$}}
\newcommand{\dmu}{\,\mbox{\d$\mu$}}
\newcommand{\dbmu}{\,\mbox{\d$\bmu$}}
\newcommand{\drho}{\,\mbox{\d$\rho$}}
\newcommand{\dpi}{\,\mbox{\d$\pi$}}
\newcommand{\dxi}{\,\mbox{\d$\xi$}}
\newcommand{\dphi}{\,\mbox{\d$\phi$}}
\newcommand{\dpsi}{\,\mbox{\d$\psi$}}
\newcommand{\domega}{\,\mbox{\d$\omega$}}
% Hyp for hypothesis
\newcommand{\Hyp}{\mbox{H}}
% Blackboard bold Z for the integers
\newcommand{\Z}{\mbox{$\mathbb Z$}}
% Script X for a set of possible observations
\newcommand{\X}{\mbox{$\mathcal X$}}
% EM, GEM, E-step and M-step for the EM algorithm
\newcommand{\EM}{\mbox{\textit{EM}\ }}
\newcommand{\GEM}{\mbox{\textit{GEM}\ }}
\newcommand{\Estep}{\mbox{\textit{E}-step\ }}
\newcommand{\Mstep}{\mbox{\textit{M}-step\ }}
% Omit the word Chapter at the start of chapters
\renewcommand{\chaptername}{}
% Set up for reference list
\newcommand{\hi}{\par\noindent\hangindent=1em}
\begin{document}
\begin{comment}
\thispagestyle{empty}
\begin{center}
\bigskip\bigskip
{\Huge{\textbf{Bayesian Statistics:}}}\\
\bigskip
{\LARGE{\textbf{An Introduction}}}\\
\vspace{0.5in}
{\Large{\textbf{Fourth Edition}}}\\
\vspace{0.75in}
{\Large{\textbf{Peter M. Lee}}}\\
\vspace{3 mm}
{\Large{\textit{\mbox{\noindent
Formerly Provost of Wentworth College,}}}}\\
{\Large{\textit{\mbox{\noindent
University of York, UK}}}}\\
\vspace{90mm}
\includegraphics[height=0.6cm]{wiley_logo.jpg}\
{\Huge{\textbf{WILEY}}} \\
A John Wiley \& Sons, Ltd, Publication
\end{center}
\vfill
\pagebreak
\mainmatter
\appendix
\pagestyle{headings}
\setcounter{chapter}{4}
\allowdisplaybreaks
\end{comment}
\chapter{Misprints and Errors}
\nextq Page xix, line 8. For ``variation'' read ``variational''.
\nextq Page xix, line $-9$. For ``Jacco Thyssen'' read ``Jacco
Thijssen''.
\nextq Page 32, Question 3. For ``it it'' read ``if it''.
\nextq Page 100, line 8. For ``\C$\theta$,1)'' read ``\C($\theta$,1)''.
\nextq Page 125, line $-9$. For ``\C$\theta$,1)'' read ``\C($\theta$,1)''.
\nextq Page 128, line 4. For ``$(\mean x-\theta)/(s/\sqrt{n}) \sim
_{n-1}$'' read ``$(\mean x-\theta)/(s/\sqrt{n}) \sim \t_{n-1}$''.
\nextq Page 128, footnote. For ``$D_KL(1|2)$'' read ``$D_{KL}(1|2)$''.
\nextq Page 341, line $-9$. For
\[ \frac{1}{n}\sum_{i=1}^n \frac{f(x_i)\,q(x_i)}{p(x_i)}
= \sum_{i=1}^n
(2\pi)^{-\frac{1}{2}}\exp\left[-\half x_i^2+x_i-4\right]. \]
read
\[ \frac{1}{n}\sum_{i=1}^n \frac{f(x_i)\,q(x_i)}{p(x_i)}
= \frac{1}{n}\sum_{i=1}^n
(2\pi)^{-\frac{1}{2}}\exp\left[-\half x_i^2+x_i-4\right]. \]
\nextq Page 341, line $-4$ For
\[ \E w(x) = \E \left(\frac{f(x)q(x)}{p(x)}\right)
= \int \left(\frac{f(x)q(x)}{p(x)}\right)\dx
= \int f(x)q(x)\dx = \theta \]
read
\[ \E w(x) = \E \left(\frac{f(x)q(x)}{p(x)}\right)
= \int \left(\frac{f(x)q(x)}{p(x)}\right)p(x)\dx
= \int f(x)q(x)\dx = \theta \]
\nextq Page 189, line $-3$. For ``1210'' read ``1.210''.
\nextq Page 445. Insert among references
\medskip
\hi
Gaver, D.\ and O'Muircheartaigh, I., Robust empirical Bayes analysis of
event rates, \textit{Technometrics}, \textbf{29} (1) (1987), 1--15.
\nextq Page 453. Insert among references
\medskip
\hi
Walther, G., Inference and modelling with log-concave distributions,
\textit{Statistical Science}, \textbf{24} (2009), 319--327.
\smallskip
\nextq Page 461. Include in index
\smallskip
Stein estimator, 264
\vspace{\baselineskip}
\noindent
\textit{Revised 14 November 2016.}
\end{document}
%