more tweaks
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@ -31,7 +31,7 @@
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{\selectfont{\huge{Version \myversion}}}}
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\vspace{1in}
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\\
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{{\bf Authors}\\ Matthew D. Green (mgreen@cs.jhu.edu) \\ Ian Miers (imiers@jhu.edu)\\J. Ayo Akinyele (ayo@yeletech.org)}
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{{\bf Authors}\\ Matthew D. Green (mgreen@cs.jhu.edu) \\ Ian Miers (imiers@cs.jhu.edu)\\J. Ayo Akinyele (ayo@yeletech.org)}
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\\
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\vspace{2in}
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\textcolor{black}{
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@ -581,7 +581,7 @@ The customer does the following:
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\item Generate proof $\pi_2$ as follows:
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\\ $\pi_2 = PK\{ (wpk', B, r', \sigma_w) : {\sf wCom'} = {\sf Commit}({\sf cID}, wpk', B - \epsilon; r')
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\\ \wedge {\sf Verify}(pk_m, (wpk, B), \sigma_w) = 1
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\\ \wedge 0 \leq (B - \epsilon) \leq val_{\sf max} \}$
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\\ \wedge 0 \leq (B - \epsilon) \leq {\sf val}_{\sf max} \}$
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\begin{itemize}
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\item Compute $C_1 = g^B \cdot h^{r_1}$
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