zexe
Nova
zexe | Nova | |
---|---|---|
2 | 6 | |
9 | 750 | |
- | 1.2% | |
10.0 | 7.8 | |
almost 4 years ago | 15 days ago | |
Rust | Rust | |
Apache License 2.0 | MIT License |
Stars - the number of stars that a project has on GitHub. Growth - month over month growth in stars.
Activity is a relative number indicating how actively a project is being developed. Recent commits have higher weight than older ones.
For example, an activity of 9.0 indicates that a project is amongst the top 10% of the most actively developed projects that we are tracking.
zexe
-
Sharing Secrets in a Decentralized way?
You want to pay only for genuine generation, but what if the service only generates the same picture of bugs bunny. Now what if it parses "man, woman, ..." and only picks from 100 pictures instead of computing. Well there are zero–knowledge proof techniques to ensure that someone actually went through the motions of computing: https://eprint.iacr.org/2018/962
-
Lurk – Language for Recursive ZK-SNARKs Inspired by Common Lisp and Scheme
I wonder how this compares to something like zexe (https://github.com/brucechin/zexe). This domain interests me although I have little practical knowledge/experience in it.
Nova
-
Ask HN: Who is hiring? (December 2022)
Lurk Lab @ Protocol Labs | Multiple Positions | REMOTE | Full-time
Lurk Lab is building Lurk (https://github.com/lurk-lang), a Turing-complete programming language for recursive zk-SNARKs. Lurk implements a minimal Lisp whose program executions can be proved in zero-knowledge, yielding succinct proofs that are concretely small and fast to verify. Lurk uses a Rust implementation (https://github.com/lurk-lang/lurk-rs) for expression evaluation, proving, and verification, with Nova (https://github.com/microsoft/Nova/) as its proving backend. Because Lurk is Turing-complete, it can be used to make and prove arbitrary computational claims (within resource limits).
We are looking for strong cryptography engineers, researchers, functional programming language specialists, applications developers, and start-up leaders/web3 entrepreneurs who want to build next-generation SNARK technology.
Ideal candidates will be knowledgeable about the state of the art in zero-knowledge proofs and (if looking for an engineering position) strong in Rust.
We are specifically hiring for:
- Rust Cryptography Engineers
-
Ask HN: Who is hiring? (November 2022)
Lurk Lab is building Lurk (https://github.com/lurk-lang), a Turing-complete programming language for recursive zk-SNARKs. Lurk implements a minimal Lisp whose program executions can be proved in zero-knowledge, yielding succinct proofs that are concretely small and fast to verify. Lurk uses a Rust implementation (https://github.com/lurk-lang/lurk-rs) for expression evaluation, proving, and verification, with Nova (https://github.com/microsoft/Nova/) as its proving backend. Because Lurk is Turing-complete, it can be used to make and prove arbitrary computational claims (within resource limits).
We are looking for strong cryptography engineers, researchers, documentation specialists, applications developers, and start-up leaders/web3 entrepreneurs who want to build next-generation SNARK technology. Relevant programming languages include Rust, Lisp, and (less significantly) WASM.
We are hiring for:
- Rust Cryptography Engineers, https://grnh.se/d94e94ec4us
- Software Engineers for Lurk Application Development, https://grnh.se/de7e82424us
- Documentation Engineer, https://grnh.se/10e2ca4d4us
- Start-up operator / business lead (currently unlisted, email [email protected] with CV and a brief cover letter describing your experience driving the business end of deep technical projects in the web3 space)
-
Ask HN: Who is hiring? (October 2022)
Lurk Lab @ Protocol Labs | Multiple Positions | REMOTE | Full-time contract-to-hire
Lurk Lab is building Lurk (https://github.com/lurk-lang), a Turing-complete programming language for recursive zk-SNARKs. Lurk implements a minimal Lisp whose program executions can be proved in zero-knowledge, yielding succinct proofs that are concretely small and fast to verify. Lurk uses a Rust implementation (https://github.com/lurk-lang/lurk-rs) for expression evaluation, proving, and verification, with Nova (https://github.com/microsoft/Nova/) as its proving backend. Because Lurk is Turing-complete, it can be used to make and prove arbitrary computational claims (within resource limits).
We are looking for strong cryptography engineers, researchers, documentation specialists, applications developers, and start-up leaders/web3 entrepreneurs who want to build next-generation SNARK technology. Relevant programming languages include Rust, Lisp, and (less significantly) WASM.
We are hiring for:
- Rust Cryptography Engineers, https://grnh.se/d94e94ec4us
-
[AMA] We are EF Research (Pt. 8: 07 July, 2022)
There's been a lot of VDF progress. The new design is Sloth + SNARKs (specifically Nova with GPU-accelerated MSMs). We will have an end-to-end demo of a CPU-based VDF in a few weeks, and the first VDF ASICs test samples (12nm GlobalFoundries) will be produced in December 2022.
-
Lurk – Language for Recursive ZK-SNARKs Inspired by Common Lisp and Scheme
Arkworks isn't really addressing the core of what Lurk provides. In theory, we could use Arkworks to implement a backend — but we are targeting Nova (https://github.com/microsoft/Nova), and I don't think Arkworks supports Nova currently. So the part we are building from scratch (the language itself) is at a higher level of abstraction. We like Nova's characteristics and are actively helping with aspects of its implementation so we can use it as soon as possible.
-
RiB Newsletter #26
Nova. Recursive SNARKs without trusted setup.
What are some alternatives?
pact - The Pact Smart Contract Language
anoma - Reference implementation of the Anoma protocols in Rust.
lurk-beta - Lurk is a Turing-complete programming language for recursive zk-SNARKs. This is the prior, elliptic curve based variant of Lurk (contact: @porcuquine)
jsonrpsee - Rust JSON-RPC library on top of async/await
alucard - A common lisp DSL for writing zero knowledge circuits