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CH08: update RFC6979 text to describe BIP340 and synthentic nonces
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@ -364,6 +364,7 @@ See if you can decode Alice's serialized (DER-encoded) signature using
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this list. The important numbers are +R+ and +S+; the rest of the data
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this list. The important numbers are +R+ and +S+; the rest of the data
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is part of the DER encoding scheme.
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is part of the DER encoding scheme.
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[[nonce_warning]]
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=== The Importance of Randomness in Signatures
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=== The Importance of Randomness in Signatures
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((("digital signatures", "randomness in")))As we saw in <<ecdsa_math>>,
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((("digital signatures", "randomness in")))As we saw in <<ecdsa_math>>,
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@ -392,15 +393,25 @@ generator.
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((("random numbers", "random number generation")))((("entropy", "random
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((("random numbers", "random number generation")))((("entropy", "random
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number generation")))((("deterministic initialization")))To avoid this
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number generation")))((("deterministic initialization")))To avoid this
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vulnerability, the industry best practice is to not generate _k_ with a
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vulnerability, the industry best practice is to not generate _k_ with a
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random-number generator seeded with entropy, but instead to use a
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random-number generator seeded only with entropy, but instead to use a
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deterministic-random process seeded with the transaction data itself.
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process seeded in part with the transaction data itself.
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This ensures that each transaction produces a different _k_. The
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This ensures that each transaction produces a different _k_. The
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industry-standard algorithm for deterministic initialization of _k_ is
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industry-standard algorithm for deterministic initialization of _k_ for
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defined in https://tools.ietf.org/html/rfc6979[RFC 6979], published by
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ECDSA is defined in https://tools.ietf.org/html/rfc6979[RFC6979], published by
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the Internet Engineering Task Force.
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the Internet Engineering Task Force. For schnorr signatures, BIP340
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recommends a default signing algorithm.
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If you are implementing an algorithm to sign transactions in bitcoin,
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BIP340 and RFC6979 can generate _k_ entirely deterministically, meaning the same
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you _must_ use RFC 6979 or a similarly deterministic-random algorithm to
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transaction data will always produce the same _k_. Many wallets do this
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because it makes it easy to write tests to verify their safety-critical
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signing code is producing _k_ values correctly. RFC6979 also allows
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including additional data in the calculation. If that data is entropy,
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then a different _k_ will be produced even if the exact same transaction
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data is signed. This can increase protection against sidechannel and
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fault-injection attacks.
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If you are implementing an algorithm to sign transactions in Bitcoin,
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you _must_ use BIP340, RFC6979, or a similar algorithm to
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ensure you generate a different _k_ for each transaction.((("",
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ensure you generate a different _k_ for each transaction.((("",
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startref="Tdigsig06")))
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startref="Tdigsig06")))
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