Grigori Perelman Rank
About Grigori Perelman
Grigori Perelman is a Russian mathematician who came to the world's attention in 2006 after solving the legendary unsolvable mathematics problem known as the Poincaré conjecture, which had eluded the brainiest of minds for almost a century.
He was born to Lyubov and Yakov Perelman. He has a younger sister named Elena Perelman.
Unable to handle fame, he became notoriously reclusive, shutting off contact with friends and avoiding members of the press.
In 2006, he became the first person to decline the prestigious Fields Medal award. He reportedly refused accepting the prestigious award because he was not interested in being famous or wealthy.
In 2010, he shocked the world again when he declined accepting the Millennium Prize worth $1 million.
Grigori Perelman Rank
Grigori Perelman's Popularity
Grigori Perelman is a famous Russian mathematician, who was born on June 13, 1966. As a person born on this date, Grigori Perelman is listed in our database as the 38th most popular celebrity for the day (June 13) and the 85th most popular for the year (1966).
People born on June 13 fall under the Zodiac sign of Gemini, the Twins. Grigori Perelman is the 1078th most popular Gemini.
Aside from information specific to Grigori Perelman's birthday, Grigori Perelman is the 48th most famous Russian and ranks 2nd in famous people born in Leningrad, Soviet Union.
In general, Grigori Perelman ranks as the 10260th most popular famous person, and the 12th most popular mathematician of all time. “The Famous Birthdays” catalogs over 25,000 famous people, everyone, from actors to actresses to singers to tiktok stars, from serial killers to chefs to scientists to youtubers and more. If you're curious to see who was born on your birthday, you can use our database to find out who, what, where, when and why. You can search by birthday, birthplace, claim to fame or any other information by typing in the search box, or simply browse our site by selecting the month, the day, the horoscope, or any other clickable option.
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