notes: [Tokenomics] Adaptive Sharing with Arweave's Sam Williams
notes on [Tokenomics] Adaptive Sharing with Arweave's Sam Williams arweave is based on bittorrent arwave as an evergrowing bittorrent swarm w incentives to pay for ppl to seed profit sharing tokens, profit sharing communitiestrade proportions of future assets by trading proportions of the tokenswhat happens to bitcoin if block award no longer rewarded?or reward is less than the fees?becomes unstable, can lose consensustoken design — profit sharing tokensmany streams of revenue happeningw...
notes: [Tokenomics] Adaptive Sharing with Arweave's Sam Williams
notes on [Tokenomics] Adaptive Sharing with Arweave's Sam Williams arweave is based on bittorrent arwave as an evergrowing bittorrent swarm w incentives to pay for ppl to seed profit sharing tokens, profit sharing communitiestrade proportions of future assets by trading proportions of the tokenswhat happens to bitcoin if block award no longer rewarded?or reward is less than the fees?becomes unstable, can lose consensustoken design — profit sharing tokensmany streams of revenue happeningw...
notes on zero knowledge proofs
ty to ember for the casual talk / discussion!!! / zero knowledge proofsprove you know something w/o having to reveal what that something isapplications:private transactions, anonymous votingproof systemsprover and a verifierprover gives verifier a proofdefine R(): a relation funtakes a public set of parameters, called x, and a solution/witness called wsolution is privatethe parameters are public (x)proof system needs to satisfy properties:1 - completei.e. if w is valid solution, R = 1verifier...
notes on zero knowledge proofs
ty to ember for the casual talk / discussion!!! / zero knowledge proofsprove you know something w/o having to reveal what that something isapplications:private transactions, anonymous votingproof systemsprover and a verifierprover gives verifier a proofdefine R(): a relation funtakes a public set of parameters, called x, and a solution/witness called wsolution is privatethe parameters are public (x)proof system needs to satisfy properties:1 - completei.e. if w is valid solution, R = 1verifier...
