@xris,
xris;173450 wrote:So what numbers drive your imagination ? Freud never doubted our need to exert our sexuality into the most mundane of experiences.
I like Freud, and numbers do indeed
turn me on. And we cannot Freud to Plato and Schopenhauer. What drives the world is Wille, Lust, Libido, Love, Desire. I think Beauty is directly connected with these. What we desire or love is beautiful. Women, personal glory, mathematical beauty, a sculpture (I love the quasi-eternity of stone,) and if one is lucky one can experience the whole world as a "miracle" of beauty. Norman O. Browne applied Freud's polymorphous perversion to the mystic experience. Now for me the mystic experience is nothing but sensation and emotion taken to the limits. Have you read Blake? He anticipated Freud and Wittgenstein. By the way, Freud and Jung were quite important to my "intellectual" development. I studied the crap outta psychology before I was sucked into philosophy, and then mathematics. It's all one. They all connect. Do you know Jung? He's not a mystic. He just has balls.
The numbers that get me are the simplest and the most complicated. 1, 0, i, e, pi, phi, gamma. My avatar is an informal way to write e. Technically one is supposed to use the limit notation, but it means the same damn thing. Infinity is not really a number but a sort of algorithm. Bascially, the higher the number you plug in, the closer you get to the true value of e. But since there is no highest number, the true value of e is never determined. Fortunately, because e is an extremely important number, we quickly get close enough for all practical purposes. But yes, mathematics is erotic, extreme erotic if one really
sees it. Here are two links. The first is why e is important. The second is the most beautiful identity in math. It links all the most important numbers in one stone-lovely statement of relationship. And this is an eternal relationship between the numbers most important to humanity, and also the most beautiful.
e (mathematical constant) - Wikipedia, the free encyclopedia
Euler's identity - Wikipedia, the free encyclopedia