If you have the hardcover, here are the most significant typos that were
corrected in the paperback edition:<BR><BR>


p. 81:
<ul>
<li> line 9: replace 1025/(N+1024) by 1024/(N+1023).
<li> line 11: tighten up the "1,000,000" (the spaces are too large
       after each of the two commas)
</ul>

p. 188:
<ul>
<li>  line -5: It should be "Arntzenius" (with an "n"), not "Artzenius".
</ul>

p. 283:
<ul>
<li>  line 10: replace "for propositional logic is given by the two
axioms" by "for propositional logic with connectives $\rimp$ and $\neg$
is given by the three axioms".  Then remove the comma after the two
displayed formulas, and add the following formula to the list:

(\neg \phi \rimp \psi) \rimp ((\neg \phi \rimp \neg \psi) \rimp \phi),

Finally, replace 

A completeness proof can be found in \cite{Popkorn}\index{Popkorn, S.}.

by 

Mendelson [1997] provides a completeness proof.  Later, on line -9,
replace "[Hughes and Creswell 1968], [Chellas 1980], ... [Blackburn, de
Rijke, and Venema 2001]." by "[Blackburn, de Rijke, and Venema 2001;
Chellas 1980; Hughes and Cresswell 1968; Popkorn 1994]." 
</ul>



There are a number of other minor typos in the hardcover that have been
corrected in the paperback.  The following typos appear in both the
paperback and the hardcover:<BR><BR>

p.8: 
<ul>
<li> line -5: devotedx -> devoted
</ul>

p. 15:
<ul>
<li> line 8: add "(finite)" in parens before union<
<li> line -10: again, add "(finite) in parens before union at the
       beginning of the line.  Rewrite the next sentence (which starts
       ("This is no longer ...") as follows:  "However, if $W$ is
       infinite, it may not be the case that every set in $\F$ is a
       countable union of basic sets.
</ul>

p.28:
<ul>
<li>  line -10: In the definition of V_1, the union should be
      over B in \F, not \F'.  Similarly, on the next line, in the definition
       of V_2, the intersection should be over B in \F.
</ul>


p. 30: 
<ul>
<li> In equation (2.9), it should be less than or equal to, not
       greater than or equal to.
</ul>


p. 31:
<ul>
<li> line 11: all inner measures satisfy (2.8), not (2.12)
</ul>

p. 34:
<ul>
<li> line 1; Just as in equation (2.9), it should be less than or
       equal to, not greater than or equal to.
</ul>


p. 56:
<ul>
<li> line 4: add the word "countable" before union
<li> line 6: add the word "finite" before union
</ul>

p.74:
<ul> 
<li> line 6: BH should be BT
</ul>

p. 78:
<ul>
<li> line 14: In bet B1, replace N(\overline{U}, 1 - \beta_2) by N(U
       \inter V, 1-\beta_3).  In B2, replace N(U,\beta_2) by 
       N(\overline{U \inter V}, \beta_3).
</ul>



p. 127: 
<ul>
<li> line -3: In Lemma 4.3.3,  you should also assume that V \inter U' \in \F'.
</ul>

p. 128: 
<ul>
<li> line 10: There are extra set braces in the definition of \F'
</ul>

p. 172:
<ul>
<li> In the definition of "multiplication" for regret, 
t should say that x \otimes y = \infty (that's Latex for 
"x circle-times y = infinity"), not x \otimes y = 0!
</ul>
p. 180:
<ul>
<li> Exercise 5.8: the four subscripts on the second line should be \P,
not \mu.

<li> Exercise 5.9: add "if c > 0" after "E(cX) = c E(X)".  Then two
      lines later, it should say that the latter three properties
      provide an alternate characterization of lower expectation (not
      of \le_\P).
</ul>
p. 193:
<ul>
<li> line -2: it should be \PR_2(w_3), not \PR_1(w_3); similarly, on
     line -1, it should be \PR_2(w_4), not \PR_1(w_4).
</ul>


p. 195:
<ul>
<li> line -4: much like the typos on p. 193, it should be \K_2(w_3) and
     \K_2(w_4), not \K_1(w_3) and \K_1(w_4)
</ul>

p. 201:
<ul>
<li> line -5: Missing right paren at the end of \mu_{\R,i}
</ul>

p. 205: 
<ul>
<li> add "U is a subset of \K_i(r,m_1)" to the assumptions in
        Proposition 6.4.3.
</ul>

p. 211:
<ul>
<li> line 11: "the true world" is missing after "where w_0"
</ul>

p. 216:
<ul>
<li> lines 15-16: You *gain* by switching if the goat is behind the
door you've picked; otherwise you lose.
</ul>