Part 1/9:
The Journey of Grigori Perelman: Proving the Poincaré Conjecture and Defying Expectations
In the year 2000, several of the world’s foremost mathematicians convened in Paris, where they identified seven significant unsolved problems within the realm of mathematics, known as the Millennium Prize Problems. Organized by the non-profit Clay Mathematics Institute, they established a remarkable incentive—a reward of $1 million for anyone who could solve any of these problems. Fast forward to today, only one of those problems has been solved: the Poincaré Conjecture.