Tuesday, November 10, 2009

Emonization ( Model of Emo ) Part 2

Basically we know that
Emo(x) =ß ( 1 - g (0)/ g( x ) )
and the damage that cause to your mental health
Damage = 100% ( 1 - Emo ( x ) )

Here,
We also assume that
no matter how long or short of time you spent on
thinking something stupid does not affect the result of the Emo (x)
In reality, it does.
Imagine,
you use 20 minutes contribute the "g(x) - g(x-1)" of 30
its not that bad .... rather, it looks like you have some mental prob.
so , in a few seconds, you contribute "g(x) - g(x-1)" of 80 or 90
now, that is something cool.

Time constraint is really a important factor.
So,
as a result, Beta should be the parameter to take consideration on time.
ß should = (penetration)* 0.5 + 0.5*(time factor)
time factor = exp ( - s)
s = seconds that used to think rubbish.
As the time used get shorter, the damage should increase exponentially.

Finally,
A MOE with time factor
Emo ( x ) = {(penetration)* 0.5 + 0.5*(time factor) } * {1 - g (0)/ g( x ) }
Damage = 100% ( 1 - Emo (x) )

2 comments:

Phei San said...

你很欠扁咧!我完全看不懂!

Shu Yuan said...

哈哈,我只是乱鸟。不过,那Formula 是没有错啦...
找 Pr ( x > 0 ) = 1
所以,原理上是没有错的。只是你不会用而已。