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ETH Privacy Startup Aztec ‘Ignites’ Its SNARKs Generation Ceremony

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Ethereum (ETH) privacy startup Aztec announced the launch of its zero-knowledge succinct non-Interactive argument of knowledge (SNARKs) generation via a cryptographic ceremony called Ignition.

In a press release shared with Cointelegraph on Sept. 15 the startup also announced the closing of its latest round of investment with participation from A.Capital, Coinbase and Libertus Capital.

A cryptographic ceremony

Per the release, the multi-party computation ceremony is meant “to generate a set of encrypted points which will be used to derive all future Aztec notes.” The process will build an open source “reference string” that the company believes will be used by both Aztec and future cryptosystems. Notably, the data generated will include so-called SNARKs:

“These include universal SNARKs, which will enable an almost limitless range of uses – from fully decentralised private banking to anonymous voting systems.”

ZK-SNARKs

Zero-knowledge SNARKs can prove that a piece of information is true without revealing anything about it. However, a major disadvantage is that SNARKs’ security depends on the secrecy of a seed — a huge, randomly generated number.

If a person were to discover the seed used by a set of ZK-SNARKs, they would be able to compromise the system’s security. For example, a ceremony similar to Ignition — dubbed “The Powers of Tau” — has been conducted to generate Zcash’s seed as well.

Aztec receives more funding

Aztec also announced the closing of its latest round of investment, in which major cryptocurrency exchange Coinbase and venture capital funds A.Capital and Libertus Capital reportedly participated. Aztec noted that the funds will be used to build various developer tools and “explore incorporation of the universal SNARK known as PLONK.” 

As Cointelegraph reported earlier today, enterprise blockchain startup Kaleido, a part of ConsenSys’s venture studio, became the first to implement crypto privacy firm QEDIT’s zero-knowledge proof solution.

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