Futures
Access hundreds of perpetual contracts
CFD
Gold
One platform for global traditional assets
Options
Hot
Trade European-style vanilla options
Unified Account
Maximize your capital efficiency
Demo Trading
Introduction to Futures Trading
Learn the basics of futures trading
Futures Events
Join events to earn rewards
Demo Trading
Use virtual funds to practice risk-free trading
Launch
CandyDrop
Collect candies to earn airdrops
Launchpool
Quick staking, earn potential new tokens
HODLer Airdrop
Hold GT and get massive airdrops for free
Pre-IPOs
Unlock full access to global stock IPOs
Alpha Points
Trade on-chain assets and earn airdrops
Futures Points
Earn futures points and claim airdrop rewards
Promotions
AI
Gate AI
Your all-in-one conversational AI partner
Gate AI Bot
Use Gate AI directly in your social App
GateClaw
Gate Blue Lobster, ready to go
Gate for AI Agent
AI infrastructure, Gate MCP, Skills, and CLI
Gate Skills Hub
10K+ Skills
From office tasks to trading, the all-in-one skill hub makes AI even more useful.
GateRouter
Smartly choose from 40+ AI models, with 0% extra fees
I recently learned a fascinating story about Grigori Perelman, a Russian mathematician who basically solved one of the most important problems in modern mathematics and then... disappeared from the public eye.
This guy was born in Leningrad in 1966 and achieved what seemed impossible: proving the Poincaré conjecture, a problem that had remained unsolved for nearly a hundred years. And here’s the interesting part: he is the only one of the seven Millennium Prize Problems that has been solved so far.
The conjecture itself is quite elegant if you simplify it. Basically, it says that if you have a closed three-dimensional space without holes, then it is equivalent to a three-dimensional sphere. They explain it like this: if there are no holes through it, it’s a sphere; if there’s a hole, it’s a doughnut or a torus. Simple, right?
But what caught my attention most about Grigori Perelman was how he presented his work. No pompous conferences or press releases. Between 2002 and 2003, he simply published his papers on arXiv, an open server for mathematicians, and let the scientific community verify them. No intermediaries, no media spectacle. The verification took several years because the proof was incredibly complex, but eventually everyone confirmed it was correct.
In 2006, he was awarded the Fields Medal, and in 2010, the Clay Mathematics Institute Prize. And what did Perelman do? He rejected them all. He simply said he didn’t need them.
Since then, Grigori Perelman has practically disappeared from the academic world. He left his scientific career around 2005-2006, distanced himself from conferences, stopped publishing, and cut contact with the mathematical community. Now he lives a very discreet life in Saint Petersburg, almost a hermit. The little that is known about him is that he lives modestly with his mother, chooses cheap products at the supermarket, and pays in cash. He’s not married, has no children, and basically rejects any interaction with the press.
His explanation for all this was straightforward: he criticized how the mathematical community is structured and simply wasn’t interested in fame or money. According to him: what does he need awards and money for if he knows how to handle the world?
It’s a fascinating reminder that not all geniuses want to be celebrities. Perelman solved one of the greatest mathematical mysteries of our time and then chose to live in anonymity. That’s true power.