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authorPaul <Paul@Pauls-MacBook-Air.local>2015-05-12 17:39:55 -0400
committerPaul <Paul@Pauls-MacBook-Air.local>2015-05-12 17:39:55 -0400
commitf941b345719abbff7c875affcf075bdffaa0972f (patch)
tree106944105e94ad9a2f57072e2bc12530b13bd902 /final/main.tex
parent19c61639aa04946175c6d0bc97a495b10c6b64e0 (diff)
downloadecon2099-f941b345719abbff7c875affcf075bdffaa0972f.tar.gz
Corrected typo
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@@ -133,7 +133,7 @@ denote the revenue obtained by the optimal mechanism solution to
Problem~\ref{eq:opt} with ex-ante allocation constraint $\hat{x}$ given by
\eqref{eq:ea}. Finally, when the ex-ante allocation constraint \eqref{eq:ea} is
not present, we use $\Rev(F) \eqdef \Rev((1,\dots, 1), F)$ to denote the
-revenue of the revenue optimal IR-IC mechanism. In this case, this case, as
+revenue of the revenue optimal IR-IC mechanism. In this case, as
discussed above, the mechanism described in \citep{babaioff} provides
a 6-approximation to $\Rev((1,...,1),F)$.