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Nikolai Dourov

Nikolai Dourov won at least three International Mathematical Olympiad gold medals for Russia, competing in 1996, 1997 an

Russia

Nikolai Dourov won at least three International Mathematical Olympiad gold medals for Russia, competing in 1996, 1997 and 1998. Fewer than fifty competitors in the Olympiad's history have reached three golds, a threshold that requires sustained top-tier performance across several consecutive years of secondary school.

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Nikolai Dourov is a mathematics prodigy from Russia. Nikolai Dourov won at least three International Mathematical Olympiad gold medals for Russia, competing in 1996, 1997 and 1998. Fewer than fifty competitors in the Olympiad's history have reached three golds, a threshold that requires sustained top-tier performance across several consecutive years of secondary school.

Mathematical precocity is the most studied form of giftedness, tracked for half a century by programmes such as the Study of Mathematically Precocious Youth. Its value as a predictor is real but imperfect: many early standouts leave the field, and many major mathematicians were never identified as children.

What separates a documented record from a family anecdote is that someone else wrote it down at the time. Nikolai's is recorded in published reference sources, with a date and a figure attached, and that is the standard applied to every entry in this index. Where an age or a date is disputed in the sources, this page follows the published record and says so rather than choosing the more impressive number.

Records like this one rarely survive untouched. The age thresholds that define early achievement keep falling as training methods, coaching and access to competition spread to more countries, and each generation of mathematics prodigys reaches the standard a little sooner than the last. Whether Nikolai's mark has since been beaten is noted above; the achievement itself is fixed to its date and stands on the record as it was set.

The recordNikolai Dourov won at least three International Mathematical Olympiad gold medals for Russia, competing in 1996, 1997 and 1998. Fewer than fifty competitors in the Olympiad's history have reached three golds, a threshold that requires sustained top-tier performance across several consecutive years of secondary school.
PersonCountryMilestoneAge / Stat
Nikolai DourovRussiaNikolai Dourov won at least three International Mathematical Olympiad gold medal

Nikolai Dourov belongs in any serious index of early achievement because the claim is specific, dated and externally documented — the three things most prodigy lists on the internet leave out.

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