<firstname.lastname@example.org> wrote in message news:email@example.com... >I am not a mathematician. As an engineer, I love math more than I know.
if you are an engineer, you know a LOT of math........
> I loved the way information was defined - pretty intuitive -
not intuitive, by proofs.
> inverse of log of probability.
that is called Logability.
> Of late, I was thinking about satisfaction from money. I had some > observations. I want to know what mathematics calls such functions, if > they are studied.
"Stinking Rich" algorithum.
> --- > My model: (could be wrong from psychological point of view but I am > posting on sci.math, read on) > > Money made at any instance is f0(t) > Accumulated money so far is integration of f0(t), I write it f-1(t) > Rate of money making is the differentiation of f0(t), I write it f1(t) >
> > The more money one has, the more satisfied he is likely to be (Bill Gates > foundation)
study "Foundations" it is where the RIch avoid ALL TAXES. due to greed
> The more money comes in at an instance, the greedier he is likely to be > (Casino)
he was greedy before getting the money, but not after.
> The faster money one gets, the more overwhelmed he gets - and hence less > greedy > and so on
na, give me lots of $$ and I'll let you know how it feels.....
> > So, Satisfaction S(f0(x)) = > (...f-2(t)*f0(t)*f2(t)...)/(...f-1(t)*f1(t)...) > --- > What is such an S(f0(x)) called in real math?
you can make a metric that combineds lots of factors, then call up the guy and ask him on a scale of 1 to 10 how happy or physotic he is.