Hannah Cairo
Hannah Cairo is a 17-year-old mathematician who recently gained recognition for refuting the Mizohata-Takeuchi conjecture, a mathematical problem that had remained unsolved for over four decades. Originally from Nassau, Bahamas, she moved to the United States and quickly immersed herself in advanced mathematics, taking university classes while still in high school. Her innovative approach and determination led her to construct a counterexample that surprised the mathematical community, showcasing her exceptional talent at such a young age.
Born on Jan 01, 2006 (19 years old)
Global Media Ratings
Countries Mentioned
| Country | Mentions | Sentiment | Dominance | + Persistence | x Population | = Reach | x GDP (millions) | = Power |
|---|---|---|---|---|---|---|---|---|
| Germany | 1 | 9.00 | 0.07% | +0% | 83,783,942 | 62,666 | $3,845,000 | 2,876$ |
| Totals | 1 | 83,783,942 | 62,666 | $3,845,000 | 2,876$ |
Interactive World Map
Each country's color is based on "Mentions" from the table above.
Recent Mentions
Germany:
Hannah Cairo has presented a counterexample to the Mizohata-Takeuchi conjecture at just 17 years old.
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Spain:
Hannah Cairo, a 17-year-old mathematician, refuted a mathematical conjecture that had been proposed 40 years ago.
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