minor syntax fix
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@ -31,7 +31,7 @@ $v = xg_1$ and $w = xg_2$.
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Alice proves that an El Gamal encrypted value $(\alpha, \beta) = (m + ry, rg)$
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Alice proves that an El Gamal encrypted value $(\alpha, \beta) = (m + ry, rg)$
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either decrypts to $0$ or to the fixed value $g$ without revealing which is the
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either decrypts to $0$ or to the fixed value $g$ without revealing which is the
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case, in other words, it is shown that $m \epsilon \{0, g\}$.
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case, in other words, it is shown that $m \in \{0, g\}$.
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If $m = 0$:
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If $m = 0$:
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