Welcome, esteemed mathematicians!
We've gathered here today to discuss the unsolved problems of the 17th century.Mathematical Breakdown
Fermat's Last Theorem states that all integers of the form a^n + b^n, where a and b are integers and n is greater than 2, cannot be expressed as the sum of two cubes or two squares or any other power of a single number.
But have you ever wondered what the ancients thought about this?
We've had some breakthroughs, too! In 1984, Andrew Wiles solved the theorem for n=4, and in 1994, Yutaka ouchi proved it for all n>2.
But we're not done yet!
Join us for our nextประก
When: Next Tuesday
Where: The Local Coffee Shop
What to bring: Your best proof or a decent joke about primes.