pact
lurk-beta
pact | lurk-beta | |
---|---|---|
4 | 6 | |
591 | 448 | |
0.8% | 2.2% | |
6.2 | 5.5 | |
14 days ago | about 1 month ago | |
Haskell | Rust | |
BSD 3-clause "New" or "Revised" License | Apache License 2.0 |
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pact
- The Pact Programming Language
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PACT beginner guidance
Pact Language Reference: https://pact-language.readthedocs.io/en/stable/
- Lurk – Language for Recursive ZK-SNARKs Inspired by Common Lisp and Scheme
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Updating Haskell Based Code Repo PACT
I have a project (with funding) that requires to use Haskell based contract language PACT. https://github.com/kadena-io/pact
lurk-beta
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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
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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)
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How to Prove You Know a Secret Without Giving It Away
I recently published a fairly detailed blog post about how to formulate expressive provable programs in Lurk (https://github.com/lurk-lang/lurk-rs). Although this post goes into no details about the underlying proving mechanism, it does build to some pretty powerful ideas. If you haven't thought about the implications of being able to prove correctness of a computation without revealing some or all details of what the computation actually was, you might enjoy it. https://blog.lurk-lang.org/posts/prog-intro/
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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
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Lurk – Language for Recursive ZK-SNARKs Inspired by Common Lisp and Scheme
Nova (for example) doesn't require a trusted setup. The circuit is just a schematic description of the underlying computation. In the case of the Lurk core language, this computation is 'one reduction step of a Lurk evaluation' (https://github.com/lurk-lang/lurk-rs/blob/master/spec/reduct...). Coming up with a 'fixed computation' that yields general computation is part of the design problem for Lurk (or any other Lurk-like language). Even if we did need a per-circuit trusted setup (which we don't), we could perform such a setup for our core circuit and use it to prove arbitrary programs. For example, although we have not actually performed the trusted setup, we do have an example using Groth16 (which does require a trusted setup to be secure) and aggregates the potentially many discrete reduction steps to produce a succinct proof.
What are some alternatives?
Exquisite - Easy window layout management for KDE Plasma
twenty-first - Collection of mathematics routines and cryptography for the twenty-first century
zexe - Rust library for decentralized private computation
Nova - Nova: High-speed recursive arguments from folding schemes
exldap - A module for working with LDAP from Elixir
taiga - A framework for generalized shielded state transitions