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| author | Max Hillebrand <30683012+MaxHillebrand@users.noreply.github.com> | 2019-11-04 12:19:52 +0100 |
|---|---|---|
| committer | GitHub <noreply@github.com> | 2019-11-04 12:19:52 +0100 |
| commit | 9096a6b842c90eacc244919f50a7525443013997 (patch) | |
| tree | ab3e3b1d187f2a6e9ed88cd2f1aa07af10478105 | |
| parent | f3127656fa45c92c11b9ef7d90cf0a0231500929 (diff) | |
| download | diyhpluswiki-9096a6b842c90eacc244919f50a7525443013997.tar.gz diyhpluswiki-9096a6b842c90eacc244919f50a7525443013997.zip | |
fix broken link
ending is .ipynb , not .txt
| -rw-r--r-- | transcripts/bitcoinops/schnorr-taproot-workshop-2019/notes.mdwn | 2 |
1 files changed, 1 insertions, 1 deletions
diff --git a/transcripts/bitcoinops/schnorr-taproot-workshop-2019/notes.mdwn b/transcripts/bitcoinops/schnorr-taproot-workshop-2019/notes.mdwn index 6e3226d..2460426 100644 --- a/transcripts/bitcoinops/schnorr-taproot-workshop-2019/notes.mdwn +++ b/transcripts/bitcoinops/schnorr-taproot-workshop-2019/notes.mdwn @@ -152,7 +152,7 @@ A: It's a projection in 3-space. It's x, y and z. It's a different coordinate sy Are you familiar with projective coordinates? It's a re-parameterization of projective space, using a square scaling factor for x, and your scaling factor for y is a cube. -Let's go over the answers: <https://github.com/bitcoinops/taproot-workshop/blob/master/solutions/1.1-Introduction-to-Schnorr-Solutions.txt> +Let's go over the answers: <https://github.com/bitcoinops/taproot-workshop/blob/master/solutions/1.1-schnorr-signatures-solutions.ipynb> In 1.1.2, we wanted to check the inverse and check that ... so we're generating k and R, we're taking the x of R and the y of R. We're negating k by doing order minus k.secret, and then we're creating minus R from that minus K value. This will also return us an EC Key for that scalar. So we can easily do operations without thinking about the modulo. So then we take the minus R x value and the minus R y value. So we assert the R x value is the same as minus R x value. So then we assert SECP256K1\_FIELD\_SIZE minus R's y coordinate is the same as minus R's y coordinate. |