Bitcoin key mechanism and elliptic curves over finite fields (johndcook.com) 54 points by chmaynard 7y ago ↗ HN
[–] ecesena 7y ago ↗ The same is true also for eth and many other cryptocurrencies. The only thing that changes is how from a point (public key) you derive the final address, and which alphabet you use to encode it in a readable form.
[–] paulpauper 7y ago ↗ Also fascinating is that curves of higher order power also have properties similar to elliptic curves [–] ppflwn 7y ago ↗ What do you mean by higher order power? [–] ecesena 7y ago ↗ Perhaps genus for hyperelliptic curves, or dimension for abelian varieties? [–] paulpauper 7y ago ↗ the burnside curve which is given by y^2=x^5-x also has a half period ratio and a hypergeoemtric function representation for the enclosed part
[–] ppflwn 7y ago ↗ What do you mean by higher order power? [–] ecesena 7y ago ↗ Perhaps genus for hyperelliptic curves, or dimension for abelian varieties? [–] paulpauper 7y ago ↗ the burnside curve which is given by y^2=x^5-x also has a half period ratio and a hypergeoemtric function representation for the enclosed part
[–] paulpauper 7y ago ↗ the burnside curve which is given by y^2=x^5-x also has a half period ratio and a hypergeoemtric function representation for the enclosed part
5 comments
[ 1880 ms ] story [ 319 ms ] thread