Millennium Prize Problems

The Millennium Prize Problems are seven of the most important and challenging questions in mathematics, established by the Clay Mathematics Institute in 2000. Each problem addresses fundamental questions about numbers, shapes, and patterns, such as understanding whether the solutions to certain equations always exist or why prime numbers are distributed the way they are. Solving any of these problems earns a million-dollar prize, highlighting their significance in advancing mathematical knowledge and understanding the universe's underlying principles. To date, only one problem, the P versus NP problem, has been officially solved.