Given two unrelated generators $G_1$ and $G_2$, and a third with $H = G_1 + G_2$. Is it hard to compute $xG_1$ from $xH$?
Is it possible to forge valid proofs in this Schnorr signature-based ZKP system for proving knowledge about discrete logarithms?
Can we make Discrete Log (significant) more secure by introducing non-commutative algebra (e.g. matrices, hypercomplex numbers, )
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