What is the hardest math problem ever?


While mathematicians differ, one of the hardest math problems of all time is the proof of Fermat's last theorem. This venerable mathematician wrote a note in the margin of his copy of the ancient Greek tome "Arithmetica" indicating that he had arrived at a proof that the equation x^n + y^n = z^n had no solutions in integer form where n > 2 and x, y and z were not zero.

Fermat's theorem was found shortly after his death in 1665 but was not successfully proven until 1995. Because of all of the mathematical tools that were put to work in finding the proof, many mathematicians wonder whether Fermat had actually developed a proof on his own, without all of the other forms of assistance. This is a mystery that remains beyond solving.

Q&A Related to "What is the hardest math problem ever?"
In terms of importance it has to be Riemann Hypothesis. One consequence that is close to what i do would be that the Miller Primality Test would become the fastest deterministic primality
There is probably no such thing as "The World's Hardest Math Problem" however there are very hard math problems that can be found online. The hardest interesting math problems
If 1/2x +1/2(1/2x + 1/2(1/2x +1/2(1/2x +
There are 2: The Riemann's Hypothesis has never been solved. Fermat's Theorem was solved only once, about 350 years after it was discovered.
1 Additional Answer
Ask.com Answer for: hardest math problem
There are several unsolved problems in mathematics. Some of the more notable ones include the Goldbach conjecture, the Riemann hypothesis, the twin prime conjecture and the Collatz problem.
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