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student Quanyu Tang, and mathematics researcher Yanyang Li from Nanjingâs Southeast University, recognized for contributions spanning six ErdĆs problems. Wouter van Doorn is an independent number theorist who began researching mathematics as an undergraduate in 2010 and continued collaborating and publishing after leaving academia following his masterâs degree. D.
student at the University of Science and Technology of China whose research spans number theory, combinatorics and AI-assisted mathematical discovery. ErdĆs problems are mathematical questions posed or popularized by Hungarian mathematician Paul ErdĆs about numbers, patterns and other mathematical structures. Often simple to state but difficult to solve, they have helped shape research in number theory and combinatorics, with some remaining open for decades.
The ErdĆs catalog, compiled and maintained by Thomas Bloom, a mathematician and Royal Society University Research Fellow at the University of Manchester, has more than 1200 problems. Van Doorn and Tang worked with Yanyang Li, from Southeast Universityâs School of Mathematics in Nanjing, to solve ErdĆs Problem #650, determining exactly how many integers can always be matched to distinct multiples within a specified interval. Van Doorn also produced computer-checkable proofs in Lean, software for verifying mathematical reasoning, for #369, concerning consecutive integers with restricted prime factors; #457, about whether a short run of consecutive integers can collectively contain every prime in a given range; and #469, concerning whether the reciprocals of a special class of numbers expressible as sums of their divisors add to a finite total.
Tang separately resolved #1044, establishing a sharp lower limit for boundary lengths of regions defined by polynomials, and contributed alongside Li to a wider teamâs solution of #1196, bounding weighted sums over sets of integers in which no member divides another. Their work on #650 offers a concrete example of how human judgment and AI can complement each other. ChatGPT helped develop the proof strategy, while Aristotle, an AI system for mathematical reasoning, repaired a gap during Lean formalization.
The researchers then simplified the argument and wrote the final proofs and exposition. âThis experience taught me how public feedback can sharpen a research question, and how AI-assisted discovery can combine mathematical judgment, collaboration and rigorous verification,â Tang said. These are the programâs first confirmed awards, recognizing both mathematical discovery and the work needed to make proofs independently checkable.
Information about the Justin Sun Prize, its problem catalog and recipient contributions is available through the programâs public GitHub repository. The prizes will be paid out in either USDT on TRON (TRC-20) or USDC on Ethereum (ERC-20) based on the recipientâs choice. com/prize.
About the Office of Justin Sun The Office of Justin Sun supports Justin Sunâs global business, philanthropic and public initiatives across technology, blockchain, artificial intelligence, scientific research, investment, art and space exploration. Justin Sun is the Ambassador and former Permanent Representative of Grenada to the World Trade Organization and the Founder of TRON. TRON is the leading blockchain for the stablecoin revolution, processing over $13 trillion in volume since its inception.
In the worldâs emerging markets, people rely on USDT on TRON to access the global financial system. A protĂ©gĂ© of Alibaba founder Jack Ma, Sun has been recognized internationally for his work in the digital asset industry, including a Forbes cover profile in April 2025 and multiple appearances on the Forbes 30 Under 30 list. In August 2025, he flew aboard Blue Originâs NS-34 mission, becoming the 712th person in history to travel to space.
His broader interests span technology, investment, philanthropy, art, gaming, and space exploration. com About Justin Sun Prize The Justin Sun Prize is an academic initiative established by Justin Sun to support advances in mathematics, formal verification, and AI-assisted scientific discovery. The prize is decentralized and built around the principle that mathematical work should be judged by the strength, rigor, and verifiability of the proof itself, not the prestige or reputation of those submitting it.
Justin Sun established the prize in his own name as a long-term commitment to return wealth created through mathematics and technology back to mathematics itself. Its legacy is intended to be defined by the body of work it recognizes and the laureates whose discoveries stand the test of time. The prize links clearly defined mathematical challenges to machine-verifiable proof.
Its guiding principles are openness, public benefit and open-source access. com/prize for more information.




