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revision 1.111 by tjl, Mon May 19 15:58:31 2003 UTC revision 1.112 by tjl, Mon May 19 16:18:08 2003 UTC
# Line 200  linearly (in the opposite direction!) wi Line 200  linearly (in the opposite direction!) wi
200    
201  ..  raw:: latex  ..  raw:: latex
202    
203        \begin{table*}
204      \begin{tabular}{rr|rrrr}      \begin{tabular}{rr|rrrr}
205      $N$ & $n$ & $s$ & $t_0$ & $t_s$ & $t_v$ \\      $N$ & $n$ & \multicolumn{1}{c}{$s'$} &
206                    \multicolumn{1}{c}{$t_0'$} &
207                    \multicolumn{1}{c}{$t_s'$} &
208                    \multicolumn{1}{c}{$t_v'$} \\
209        \hline
210      \input kbmhtrade      \input kbmhtrade
211        \hline
212      \end{tabular}      \end{tabular}
213        \caption{The tradeoff between rounds of key boosting
214        and branching factor when using key boosting
215        and Merkle hash trees to
216        obtain the full digital signature feature set
217        for 160 bits.
218        Notation: $N$ is the number of rounds of key boosting,
219        and $n$ is the merkle hash tree degree;
220        $s$ is the length of a signature in the underlying
221        algorithm, $k$ is the length of a public key in the underlying
222        algorithm, and $h$ is the number of bits in a hash (i.e. 160).
223        and $t_0$, $t_s$ and $t_v$ are the times
224        to generate a public key, to sign and to verify a signature
225        in the underlying scheme, respectively.
226        The primed symbols signify the same things for the derived
227        scheme.
228        }
229        \end{table*}
230    
231  For example,  For example,
232    

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