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judymcconville@roadrunner.com 2017-04-30 18:33:56 -07:00
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@ -672,7 +672,7 @@ The math of ECDSA is complex and difficult to understand. There are a number of
==== The Importance of Randomness in Signatures
As we saw in <<ecdsa_math>>, the signature generation algorithm uses a random key _k_, as the basis for an ephemeral private/public key pair. The value of _k_ is not important, _as long as it is random_. Specifically, if the same value _k_ is used to produce two signatures on different messages (transactions), then the signing private key can be calculated by anyone. Re-use of the same value for _k_ in a signature algorithm leads to exposure of the private key!
((("transactions", "digital signatures", "randomness in")))As we saw in <<ecdsa_math>>, the signature generation algorithm uses a random key _k_, as the basis for an ephemeral private/public key pair. The value of _k_ is not important, _as long as it is random_. Specifically, if the same value _k_ is used to produce two signatures on different messages (transactions), then the signing private key can be calculated by anyone. Re-use of the same value for _k_ in a signature algorithm leads to exposure of the private key!
[WARNING]
====