Math is a challenging subject across the world, and most students find it hard to pass it. What makes it even hard is that math occurs across different domains, including computer science, physics, algebraic, graph, combinatorics, analysis, and model, among others. With these varieties, students find it hard to escape hard GRE math questions, and they always have to tackle these problems head-on. Despite the effort, some math problems remain a mystery because, after so many years of trial, not many mathematicians have been able to solve them. So, let us see some of the hardest math problems that are shaking the whole world:

1)P versus NP Problem

This is a major unsolved math problem in the computer science domain. This problem seeks to find out whether every problem that can have its solution quickly verified can also get a quick solution. The statement of P versus NP problem was brought to light by Stephen Cook in 1971 in his seminar paper and openly by Leonid Levin in 1973. This has so far been considered the most challenging math problem in computer science.

2)Riemann Hypothesis

This is a conjecture that the Riemann zeta function has zeros at the negatives. The integers and complex numbers have its real part ½. This is considered one of the hardest GRE math questions in pure math. The hypothesis, which was proposed by Bernhard Riemann in 1859, has interest most lies in number theory and implies its results on the distribution of prime numbers.

3)Hodge Conjecture

This is one of the major unsolved math problems in algebraic geometry. The problem relates to the topology or algebraic of a non-singular complex algebraic variety. Willian Hodge formulated this problem. It was a result of 1930 and 1940 to support the description of De Rham cohomology. It includes extra structure included in complex algebraic varieties. Most students fear algebraic equations and seem to fail before even trying, but do not worry since you can find solutions to the hardest math questions on https://edubirdie.com/math-problem-solver.

4)Navier-Stokes Existence and Smoothness

This is another unsolved math problem concerned with properties of solutions to Navier-Strokes equation. It is one of the pillars of fluid mechanics, which describes fluid motion in space. This problem has immense importance in physics and engineering, but despite this, it has remained an unsolved GRE math problems.

Conclusion

There are several unsolved mathematical problems of different domains, which have made math even more challenging by the day. Mathematicians have also tried solving some of these problems, and professors, students, and mathematics amateurs have won several prices for solving them. However, as more problems are being solved, several of them are being formulated every day, making math even more challenging. Despite this, it is fun to solve math problems, even simple ones.