Ks musig presentation #124
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hansieodendaal
approved these changes
Feb 15, 2019
| @@ -342,9 +342,9 @@ $$ | |||
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| #### Round 2 | |||
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| The signer generates a random $ r_{1}\leftarrow\mathbb{Z_{\mathrm{p}}} $, computes $ R_{1} = g^{r_{1}} $ and $ t_{1} = \textrm{H}\_{com}(R\_{1}) $ and sends commitment $t_{1}$ to all other cosigners. | |||
| The signer generates a random $ r_{1}\leftarrow\mathbb{Z_{\mathrm{p}}} $, which is termed the private nonce, computes $ R_{1} = g^{r_{1}} $ (the public nonce) and $ t_{1} = \textrm{H}\_{com}(R\_{1}) $ and sends commitment $t_{1}$ to all other cosigners. | |||
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| The signer generates a random $ r_{1}\leftarrow\mathbb{Z_{\mathrm{p}}} $, which is termed the private nonce, computes $ R_{1} = g^{r_{1}} $ (the public nonce) and $ t_{1} = \textrm{H}\_{com}(R\_{1}) $ and sends commitment $t_{1}$ to all other cosigners. | |
| The signer generates a random private nonce $ r_{1}\leftarrow\mathbb{Z_{\mathrm{p}}} $, computes $ R_{1} = g^{r_{1}} $ (the public nonce) and commitment $ t_{1} = \textrm{H}\_{com}(R\_{1}) $ and sends $t_{1}$ to all other cosigners. |
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