Wikipedia and other materials typically hide all the intermediate steps, so we have to derive them ourseleves to understand how it works under the hood. Point addition $P + Q + R = 0\ where\ P\ne Q\ne R$ Curve equation (Weierstrass form): $y^2 = x^3 + ax + b$ Our line defined by $P$ and $Q$: $y = \lambda x + \beta$

A summary of a threshold encryption scheme using a variant of BZTE and JF-DKG for the initial setup. Reading: Intro https://anoma.net/blog/demystifying-aggregatable-distributed-key-generation Pedersen DKG https://link.springer.com/content/pdf/10.1007/3-540-46416-6_47.pdf JF-DKG https://link.springer.com/content/pdf/10.1007/s00145-006-0347-3.pdf BZTE https://cpb-us-w2.wpmucdn.com/sites.uab.edu/dist/a/68/files/2020/01/globecom03-p1491.pdf BZTE protocol

A design proposal for a brige protocol that allows to transfer fungible tokens from Tezos to Etherlink rollup and back. Features Allows to bridge any fungible token compliant with FA1.2 / FA2.0 / FA2.1 standard to an ERC20 equivalent Most of the liquidity in Tezos is concentrated in FA1.2 and FA2 tokens (tzBTC, USDT, kUSD, uUSD). Compatible with the native token bridge interface and FA2.1 ticket type FA bridge will reuse deposit (inbox) and withdrawal (outbox) message types used to bridge tez to l2tez (native Etherlink token). This unification will allow to apply fast withdrawal protocol to both types of assets.