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 cronokirby.com
Notes on STARK Arithmetization - Cronokirby
| | vitalik.eth.limo
An approximate introduction to how zk-SNARKs are possible
16.7 parsecs away

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| | [AI summary] An accessible technical introduction explaining how zk-SNARKs use polynomials, finite fields, and polynomial commitments to create succinct and private zero-knowledge proofs.
| | rot256.dev
ROT256 : Cryptography & Other Random Bits.
13.5 parsecs away

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| | Introduction In this post we will take a look at the Fast Reed-Solomon IOP (FRI) proximity test, which enables an untrusted prover to convince a verifier that a committed vector is close to a Reed-Solomon codeword with communication only poly-logarithmic in the dimension of the code. This is readily used to construct practically efficient zkSNARKs from just cryptographic hash functions (rather random oracles), without the need for a trusted setup.
| | blog.lambdaclass.com
All you wanted to know about Plonk
11.3 parsecs away

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| | Introduction Zero-knowledge proofs, also known as ZKPs, are becoming popular due to their numerous applications in delegating computations to untrusted servers and addressing scalability issues in decentralized ledgers. By using ZKPs, we can prove the validity of a given computation without revealing sensitive information, and the proof is short and
| | swiftrocks.com
Understanding Certificates and iOS Provisioning Profiles
37.2 parsecs away

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| You do not need to understand the theory of certificates and profiles in order to create a fully working iOS app, but you might be interested in knowing how this process works to make future debugging sessions easier.