📅 Original date posted:2016-03-08
📝 Original message:
Nicolas Dorier <nicolas.dorier at gmail.com> writes:
> Great, indeed we had same idea, I don't see how it solve the hashes in
> advance.
> As Alice knows
>
> H(1000000) = <random secret seed>).
>
> If she need the hash to the first commitment she need to hash the random secret
> seed 1000000 times. I think it is exactly the same problem as it is the exact
> same idea said differently.
See:
https://github.com/rustyrussell/ccan/tree/master/ccan/crypto/shachain
Cheers,
Rusty.
Rusty Russell [ARCHIVE] /
npub1zw…hkhpx
2023-06-09 12:45:55
in reply to nevent1q…gn9c
Author Public Key
npub1zw7cc8z78v6s3grujfvcv3ckpvg6kr0w7nz9yzvwyglyg0qu5sjsqhkhpxPublished at
2023-06-09 12:45:55Event JSON
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"created_at": 1686314755,
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"content": "📅 Original date posted:2016-03-08\n📝 Original message:\nNicolas Dorier \u003cnicolas.dorier at gmail.com\u003e writes:\n\u003e Great, indeed we had same idea, I don't see how it solve the hashes in\n\u003e advance.\n\u003e As Alice knows\n\u003e\n\u003e H(1000000) = \u003crandom secret seed\u003e).\n\u003e\n\u003e If she need the hash to the first commitment she need to hash the random secret\n\u003e seed 1000000 times. I think it is exactly the same problem as it is the exact\n\u003e same idea said differently.\n\nSee:\n\n https://github.com/rustyrussell/ccan/tree/master/ccan/crypto/shachain\n\nCheers,\nRusty.",
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