Correctly solve 5m
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exam/ex.tex
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exam/ex.tex
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finding an isomorphism for a specific commitment and challenge which
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matches the response is hard.
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\item The size of the signature comprises the commitment, which is a hash,
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and the response. The hash function is chosen to be $\unit[256]{bits}$ and
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the response is $\lceil\log_2 1107\rceil\cdot 1107 = \unit[12.177]{kbit} =
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\unit[1522.125]{bytes}$. In total, the signature is
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$\unit[1554.125]{bytes}$ big.
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\item The size of the signature comprises the commitment, which is a graph
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of size $1107$, and the response. The commitment graph is encoded in
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binary representation and requires $\binom{1107}{2} = \unit[612171]{bits}
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= \unit[76521.375]{bytes}$. The response is $\lceil\log_2 1107\rceil\cdot
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1107 = \unit[12.177]{kbit} = \unit[1522.125]{bytes}$. In total, the
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signature is $\unit[78043.5]{bytes}$ big.
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\item The signature can be made smaller if the underlying graphs have less
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vertices. The signature shrinks linearly with the number of vertices.
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