Re: Corresponding function to given values...
- To: mathgroup at smc.vnet.net
- Subject: [mg36005] Re: Corresponding function to given values...
- From: "Sven Richter" <Sven.Richter at unibw-muenchen.de>
- Date: Mon, 12 Aug 2002 03:34:22 -0400 (EDT)
- References: <aj17e9$2nl$1@smc.vnet.net>
- Sender: owner-wri-mathgroup at wolfram.com
Ok, I thank you for your help. The values {1,2},{2,4},{3,9} were only an
example. And the 2 in the first pair should actually be an 1.... But
this doesn't matter since you understood the problem. I also knew the
problem, that I have to give something like a "model" for the
function... Unfortunatly, I have no idea, how the function looks like. I
thought, that Matematica is maybe able to compare these values with
known functions (and combinings of them). But it looks like there is no
way...
Anyway, the real pairs of values are:
{{0.5,3.45058},{1,5.3352},{1.5,6.9328},{1.8,7.306},{1.9,7.2962},{2,
7.2163},{2.5,5.8877},{3,3.7307},{3.4464,2.0000},{4,0.6928},{5,0.04575}}
At first, I thougt that the function is something like the density
function of the standard normal distribution... Thus, I tried the
following function (and lots of modifications):
(a + e*x)\(2[Pi] Exp[0.5 (c*x^d + b)^2])
Unfortunatly, the result wasn't very accurate...
I know, that this is not longer a problem a Mathematica, but I just
wanted to let you know...
Anyway, I thank you all for your help.
Regards,
Sven