Prepare a brief history of the unsolved problems in mathematics, then present four of the most influential mathematicians that are or were working into the possible solutions to these open problems

Unsolved Problems in Mathematics in Modern History is research on the most famous unsolved problems that exist nowadays.

Prepare a brief history of the unsolved problems in mathematics, then present four of the most influential mathematicians that are or were working into the possible solutions to these open problems:

David Hilbert, Edmund Landau, Yutaka Taniyama, and William Thurston.

Then, it presents three of the most famous unsolved problems that are still open nowadays:

The Riemann Hypothesis, Landau’s 4th problem, and Goldbach Conjecture. Later, this paper takes a look at the most important organization that exist nowadays to advocate and support mathematicians working on the solution of these unsolved problems.

Finally, it includes a conclusion paragraph reflecting on the learning and philosophy of today’s state of the mathematics knowledge that exist out there and wonders about all the potential that exists to continue discovering more mathematics concepts that will help human to continue to develop our actual civilization

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