Which math problems will AI solve in 2026?

Polymarket traders put "Ramsey Number R(5,5)" at 31.0% on "Which math problems will AI solve in 2026?". Up 13.0%p from yesterday. $263 traded in the last 24 hours. There are 13 possible outcomes. It resolves on Jan 1.

Most likely right now
Ramsey Number R(5,5)
▲13.031%
TechVol $263Total volume $62KLiquidity $12Kin 2 months (Jan 1)
Current probability

Oct 27 · right column is the 24-hour change (pp)

0%50%100%
Ramsey Number R(5,5)
31.0%
▲13.0
Hodge Conjecture
21.5%
▼2.5
Hadwiger-Nelson Problem
16.5%
–
Hadamard Matrix Conjecture
14.5%
–
Birch and Swinnerton-Dyer
13.5%
▲0.5
Beal's Conjecture
13.0%
–
Strong Goldbach Conjecture
8.00%
–
Twin Prime Conjecture
8.00%
▼0.5
Odd Perfect Number
8.00%
–
Yang-Mills
7.50%
–
Collatz Conjecture
7.50%
–
Riemann Hypothesis
7.00%
–
P versus NP
4.05%
–

Probability over time

Ramsey Number R(5,5)
Hodge Conjecture
Hadwiger-Nelson Problem
Hadamard Matrix Conjecture
Birch and Swinnerton-Dyer
Beal's Conjecture
02550751009/109/189/2610/410/1210/2010/27
2026-09-10 ~ 2026-10-27 · y-axis %

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Probabilities are Polymarket trade prices, formed by participants betting real money. They are not official forecasts and are a poor basis for investment decisions.