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ZK Insights | 8 Feb 2026

#100

Updates

Revocation in zkID: Merkle Tree-based Approaches

Zero-Knowledge Proofs: Powering Web3 Privacy and Trust

What is Token Gating and Why Does it Matter in Web3?

Stateful ZK Identity with Ian Miers

  • In this episode, Anna Rose and Nico Mohnblatt welcome back Ian Miers, Assistant Professor of Computer Science at the University of Maryland, to continue the conversation from a previous episode and dig deeper into his latest work like zk-Promises, zk-Cookies, and Cryptographic Personas. These ZK tools aim to build social networks that protect user privacy while maintaining integrity, like anonymous moderation and reputation systems without central databases. Ian explains how they differ from traditional creds but share ideas around proving attributes securely.

  • https://zeroknowledge.fm/podcast/389/

Building Private Pass: Token-Gated Access with Zero-Knowledge and Token Extensions on Solana

The Seventeen Provers of the World

  • Compiled by Freek Wiedijk

  • Compare the styles of several proof assistants for mathematics. This document presents Pythagoras’ proof of the irrationality of $\sqrt{2}$ both informal and formalized in (1) HOL, (2) Mizar, (3) PVS, (4) Coq, (5) Otter/Ivy, (6) Isabelle/Isar, (7) Alfa/Agda, (8) ACL2, (9) PhoX, (10) IMPS, (11) Metamath, (12) Theorema, (13) Lego, (14) Nuprl, (15) Ωmega, (16)B method, (17) Minlog.

  • https://www.cs.ru.nl/~freek/comparison/comparison.pdf

Ultimate Self-Study Guide to Learning Pure Math

Papers

On the Use of Atkin and Weber Modular Polynomials in Isogeny Proofs of Knowledge

Three-Round (Robust) Threshold ECDSA from Threshold CL Encryption

Succinct Non-interactive Arguments of Proximity

Nudge: A Private Recommendations Engine

Implementable Witness Encryption from Arithmetic Affine Determinant Programs

Eidolon: A Practical Post-Quantum Signature Scheme Based on k-Colorability in the Age of Graph Neural Networks

gcVM: Publicly Auditable MPC via Garbled Circuits with Applications to Private EVM-Compatible Computation

Bitcoin PIPEs v2

Hachi: Efficient Lattice-Based Multilinear Polynomial Commitments over Extension Fields


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