Justin Sun Prize Launches MathDB Pilot Program

The initiative offers awards for solving complex mathematical problems through formal verification.

Updated on Oct. 26, 2026 in Mathematics

Isometric editorial illustration of a complex three-dimensional geometric lattice structure, symbolizing mathematical formal verification and logical proof.
The Justin Sun Prize and MathDB have launched a 50-problem pilot program to incentivize machine-verified mathematical breakthroughs using formal proof techniques. AI Illustration. Upload story photo >

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The Justin Sun Prize has partnered with MathDB to launch a 50-problem pilot program designed to reward mathematical breakthroughs. The initiative incorporates Lean formalization to ensure rigorous, machine-verified proof alongside human-led problem solving.

Why it matters

The program aims to establish a collaborative framework where human mathematical insight and machine intelligence function together without compromising rigor. It seeks to incentivize solutions to some of the most significant open problems in mathematics.

The pilot program features 50 problems, including the Riemann Hypothesis, P versus NP, and the Hodge Conjecture. Awards are distributed as 50% for the mathematical solution, 30% for Lean formalization, and 20% for exposition.

The players

Justin Sun Prize

An organization that assesses problem eligibility, attribution, and award terms for contributors.

MathDB

A technical entity responsible for accepting solution submissions and verifying Lean formalizations.

The details

MathDB manages the submission of solutions and verification of Lean formalizations, while the Justin Sun Prize evaluates eligibility and award distribution. Participants must adhere to strict anti-money laundering and sanctions law compliance to qualify for payments.

Timeline

  1. The Justin Sun Prize announced the MathDB pilot program on October 26, 2026.

The Big Picture

This pilot program marks a shift toward integrating automated verification tools like the Lean theorem prover into the legacy process of solving fundamental mathematical problems. It signals a move away from purely handwritten proofs toward a framework that requires digital rigor.

Researchers and mathematicians can access the program to submit proofs that could yield up to $1 million per problem. The requirement for Lean formalization means participants must now possess both advanced mathematical knowledge and proficiency in automated proof-verification tools.

The takeaway

The program emphasizes that the future of mathematical proof will likely require a balance between traditional theory and machine-verified formalization. Aspiring participants should focus on mastering Lean formalization as a core component of their submission strategy.

Further reading

Learn more about the latest innovations in Mathematics.

More information

Review the full requirements and terms in the Justin Sun Prize official program rules.

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