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Re: [Taler] question about "how to issue": quantum computer attacks
From: |
Jeff Burdges |
Subject: |
Re: [Taler] question about "how to issue": quantum computer attacks |
Date: |
Fri, 21 Oct 2022 23:01:27 +0200 |
On Oct 21 2022, at 4:55 pm, Calvin Burns via Taler <taler@gnu.org> wrote:
> I cite from [1]: "Furthermore, RSA blinding would provide privacy protection
> even against quantum computer attacks."
>
> Could someone please give an explanation for why this is true?
> Or please give a link to literature or some keywords or other pointers.
Many blind signature flavors like RSA, BLS, Schnor have issuing that
morally looks like b^{-1} (sk (b x)) with () being protocol moves, so
the bank sees b x when issuing and x when spending. As b is random,
these are perfectly / statistically / information theoretically hiding,
as opposed to only computationally hiding.
Many zero knowledge proofs like Groth16 in ZCash are similarly perfectly hiding.
Jeff