# Asymptotic

Perhaps some people are just naive, but they will claim that it’s just some crappy lines, so why bother. They just don’t get the idea of an asymptote, tending towards but never ever reaching. I saw this line somewhere:

Practice makes Perfect. Nobody is Perfect. So why Practice?

And I think it makes absolutely no sense; just because something that is meant to bring you to an aim that is impossible to attain doesn’t mean you give up on it. After all, there was the Babel Attempt, we don’t seek to truly reach the Heavens but to be nearer. Yes, no one can be perfect, not wholly, and not even in a single thing, but we can tend towards perfection. We have never fulfilled our moral responsibility to everything we have to, but at least we try as best as we can to do that – if we were to give up completely on this role, the world would sink into absolute chaos. It is thus, never pointless to do anything. Every single action can make a difference, no matter how insignificant it is – you can prove that mathematically for economic phenomena and the assumption cannot hold in a finite world.

In fact, let’s just treat every single goal as a function, I guess there’s a special name for this sort of function but I am not sure what it is, these functions that can never be expressed as quadratic, or cubic, or anything else – functions like ‘ln x’, ‘sin x’, ‘cos x’ or the exponential function. All these goals that we have are these functions, and I believe there’s infinite of these in the world, except we may not have discovered so many. All right, we have got goals, but because they cannot be expressed such that fitting the variable into it’s different power, they are ‘perfect goals’, never attainable. Still, we try to express them, with our best knowledge and best efforts, perhaps using the Maclaurin’s Expansion. Every single time when we differentiate the function, when we substitute x=0 into each of the differential equations, and attempting to form the Maclaurin approximation, we are going closer to the goal, tending towards it. We can get very close, but never perfectly hitting it – but that would be enough. That’s life.

In a world without absolutes, perfect stuff, or a ceiling for anything, we just have to accept that we slog our lives just to ‘tend towards’ certain goals. We can never truly attain them, and that’s why we never manage to define success, or an exact purpose in life. Some people hope for money, and others want fame – so naive people decide to question how much fame or money we need to ascertain that we have attained our goals in life, and fulfilled the purpose of life. Let’s propose a simpler way out, a solution that we have been using long ago but never truly acknowledge it’s presence – the notion of a tendency towards success, asymptotic approach to the goals. We live like that, and as we approach the end, the function may be a close fit, with only like 0.00000145242 units away from our goals but it’s great enough, that’s all and when we decide it’s time to let go, it will leave us, very much like an asymptotic graph tapering off, out of life to spare.

Isn’t that a wonderfully elegant model of life and its rat race/paper chase of our model world?