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Edited ch06.asciidoc with Atlas code editor

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nadams 2017-04-25 06:57:14 -07:00
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@ -521,15 +521,15 @@ A digital signature is a _mathematical scheme_ that consists of two parts. The f
In bitcoin's implementation of the ECDSA algorithm, the "message" being signed is the transaction, or more accurately a hash of a specific subset of the data in the transaction (see <<sighash_types>>). The signing key is the user's private key. The result is the signature: In bitcoin's implementation of the ECDSA algorithm, the "message" being signed is the transaction, or more accurately a hash of a specific subset of the data in the transaction (see <<sighash_types>>). The signing key is the user's private key. The result is the signature:
latexmath:[\(Sig = F_sig(F_hash(m), dA\)] latexmath:[\(Sig = F_{sig}(F_{hash}(m), dA\)]
where: where:
* dA is the signing private key * _dA_ is the signing private key
* m is the transaction (or parts of it) * _m_ is the transaction (or parts of it)
* F~hash~ is the hashing function * _F_~hash~ is the hashing function
* F~sig~ is the signing algorithm * _F_~sig~ is the signing algorithm
* Sig is the resulting signature * _Sig_ is the resulting signature
More details on the mathematics of ECDSA can be found in <<ecdsa_math>>. More details on the mathematics of ECDSA can be found in <<ecdsa_math>>.