Lido Grant支援Nil打造zkOracle

Lido Finance宣佈透過Lido Grant資助Nil Foundation，以建立zkOracle

8月16日訊息，流動性抵押服務提供商Lido Finance宣佈將透過Lido Grant資助ZK技術開發商Nil Foundation建立zkOracle，目的是為Lido的會計報告提供最小化的健全性檢查，以保障Lido Finance的流動性。

Lido的zkOracle計算的證明將透過以太坊上的Proof Market直接從EVM簽訂，Proof Market是最近釋出的門限介面，可為所有EVM應用程式提供可證明的計算可組合性。

Through a @LidoGrants Grant, @nil_foundation will build a zkOracle to provide Lido’s accounting report with a trust-minimized sanity check.

For more details, see below 👇 https://t.co/bCa4krcs9G

— Lido (@LidoFinance) August 15, 2023

AI小白幫手

加密貨幣專業術語：

• 流動性提供商： 指在加密貨幣交易所或傳統金融市場上提供流動性的個人或機構。
• Lido Finance： 一個基於以太坊的去中心化金融（DeFi）平臺，旨在透過流動性池和合成資產來提供加密貨幣的存款和收益。
• zkOracle： 一種可用於提供具有零知識證明的實時資料來源的技術，確保資料的安全性和可靠性。
• 最小信任健全性檢查： 指透過使用密碼學和協議保證系統的正確性和可靠性，達到最小的信任需求。
• 流動性： 在金融市場中，指的是資產或證券的買賣能力和易於轉換為現金。
• 以太坊： 一個開源的區塊鏈平臺，支援智慧合約和去中心化應用的開發和執行。
• Proof Market： 一個閘道器介面，針對以太坊應用程式提供可驗證的計算可組合性，確保交易的可靠性和安全性。

以上是該新聞中出現的專業術語及其解釋。

AI區塊鏈狂人分析

流動性提供商Lido Finance宣佈將透過資助Nil Foundation來建立zkOracle，以提供Lido的會計報告的最小信任健全性檢查，以保護其流動性。Lido的zkOracle證明將直接從以太坊Proof Market簽署，Proof Market是一個新釋出的閘道器介面，可為所有以太坊應用提供可證明的計算可組合性。
根據這篇新聞，Lido Finance宣佈與Nil Foundation合作，在建立zkOracle方面提供資金支援。zkOracle是一種透過最小信任健全性檢查來保護資料安全和流動性的解決方案。同時，Lido的zkOracle證明將直接來自以太坊Proof Market，這是一個可為所有以太坊應用提供可證明的計算可組合性的閘道器介面。根據這些訊息，我們可以得出區塊鏈市場偏多的結論。

AI預估你會喜歡的youtube影片

Zero Knowledge Proof - ZKP

youtube影片相關留言怎麼說

@noahmccann4438: I really liked the example using color blindness, it was a neat solution. An alternative to repeating the shuffle and question process to get higher probability of correctness would be to cut a piece out of one ball, then cut up the other ball into many pieces, then mix the pieces in such a way that the person doing the mixing knew where the one piece was, while the person asserting that the balls are a different color does not. This is more destructive, and more complex, but possibly faster if you needed high probabilities of correctness quickly.

@somethingelse9228: You should make a part 2 because I am still confused. How does the non-interactive zk proof work?

@RelaxingGorilla: Great Explanation. Waiting for part 2, maybe more in-depth on non-interactive zk Proof

@elseifforwhile: it would be good if you mention real life examples of solving problems by mentioning them in another videos.

@YouTubist666: Great explantation of interactive proof. I really like your color scheme. An explanation on non- interactive proof would be nice.

@evanfreethy2574: I finally get the two balls example. It is the skeptical color blind friend who is holding the balls, and he is secretly switching or not switching. Only the skeptical color blind friend knows whether he switched behind his back. So in order for you to prove to him they are different colors you would have to point out to him exactly each time they switch color, corresponding exactly to each of his secret switches.

@blackmennewstyle: Happy new year to you and all your family Xavier 🙂