Today I got up with this line in my head: don't worry about the soul. That has been fixed. As I was dreaming about walking around Riemann's zeta landscape, climbing the mountain and looking down to the zeros of the zeta function, I felt fixed in my soul. When plugged into Riemann's prime formula, each zero of the zeta function, or the points that correspond to the complex numbers, produces a wave corresponding to a pure musical tone. Simplified here, and in line with my own trivial thinking about Riemann's hypothesis—which, for the life of me, I don't know why I tend to think of on Sundays—the idea that one can chart exactly the occurrence of prime numbers on an infinite line, is fascinating. As we tend to think of the primes as occurring at random, the notion that one can orchestrate them, when one 'knows' them by plugging them into a harmonic scale, creates the illusion that the primes possess some sort of cosmic otherness.
Now, why the soul, via Riemann? Yes, because since March 18, when Grigori Perelman was announced to receive the first Clay Millenium Prize Problems Award for his resolution of the Poincaré conjecture (consisting of 1 million dollars, the prize was instituted in 2000 with view to be awarded to anyone who will come up with a proof for any of the 7 most intriguing mathematical conjectures), I've been thinking about the reason why I didn't become a mathematician myself. The story is too long and lousy, so I won't get into that, but I do want to mention the fact that there is out there a beautiful solution to such regretting anguish. Perleman, who is only two years older than me, and whom I would marry on the spot if he didn't live with his mother and was so sensitive—he declined the Fields medal in 2006, and gave up mathematics because he thinks that the discipline is now devoid of mathematicians with intact integrity—formulated a proof for what is called the soul theorem... The soul is in general not uniquely determined by the manifold...
I may not have become a mathematician, but by treading the landscape of analysis (the opposite, as it were, of algebra), I get a sense of the fact the even the greatest ironies in my life, if seen as symbolic inconveniences, can be orchestrated to yield the output zero, Riemann's laughter at incongruities. Schopenhauer once said: “every good joke is a disrupted syllogism.” The question of the soul is then, still, a question of what we choose to believe in. Today, I believe in numbers, even if, cosmically speaking, well, another long and lousy story...
















