Kumar Easwaran, who solved the Riemann Hypothesis working as a mathematician at Srinidhi Institute of Science and Technology
If you have general knowledge of mathematics, then you will know that there are many such rules of mathematics which are very complex and incomprehensible. One such rule is the Riemann hypothesis, which was unsolved, unsolved for the past 161 years, but now Hyderabad-based mathematician Kumar Easwaran has claimed that he has solved this 161-year-old mathematical puzzle.
Kumar Ishwamaran says that he had uploaded the solution to this hypothesis on the Internet about 5 years ago. He works as a mathematician at Srinidhi Institute of Science and Technology. According to Hyderabad-based mathematician Kumar Easwaran, he had uploaded a proof of this hypothesis to the Internet in 2016 for review. In 2018-19, he also gave many lectures on proof. He also claims that the proof of his hypothesis was downloaded thousands of times. In 2020, an expert committee of eight mathematicians was formed, which reviewed their work.
Let us tell you that the number of prime numbers (the number which is not divisible by any number) between 1 to 20 can be easily counted but from one million (million) to 10 billion (ten billion). Calculating the number of prime numbers in between is a tedious task. This hypothesis makes it possible to accurately calculate prime numbers.