The zeta function is a special function with wide-ranging applications in mathematics and beyond. In number theory, the zeroes of the zeta function tell us about the distribution of primes. According to Riemman's hypothesis, all nontrivial zeros are on the critical line. In this paper, we prove that there is only one line in the... Continue Reading →
Riemann Hypothesis in a Play
Curtain rises. A group of people enters in gender-neutral dresses and wearing masks. It is not clear if they are finite or infinite in numbers as they continue to enter. They call themselves theorems. As the first theorem is proved, the clock ticks one and one character removes their mask revealing their identity. The leave... Continue Reading →
Q&A Session With the Bot: ACT ONE, SCENE 2
user logging in.friend 1: Yes sorry, last week you were telling me about antigravity. Should I ask the question again or do you have it in your memory?fazal: Well, I keep questions in my memory. However, a memory may be deleted at the user’s request.friend 1: Does a delete mean an absolute delete or do... Continue Reading →
Seven Proofs of Riemann’s Hypothesis: A Short Story
In Mathematics, Riemann's hypothesis (RH) is one of the unsolved problems. It is one of the Millennium Prize Problems. Whoever solved this problem would be awarded one million dollars by Clay Mathematics Institute. It states that all the non-trivial zeros of the ‘zeta function’ lie where the real part of the argument of the zeta... Continue Reading →
Mr. Monologue 