Okay I have done some more work on this today and I guess I should rephrase my question: I am trying to write an equation which will give me a non-normal distribution curve (i thought it was possible to use the standard normal distribution equation as you described above, and yes that is what I have programmed into my work) between two points that is skewed, leptokurtic, platykurtic, and centered around a mean which I can control. I will be able to provide inputs for mu, theta, bounding points, etc with a midi controller (like the knobs djs use). I have programmed an interface so far in which I can transform the normal distribution around a mu value which I input but the problem is that the entire bell curve is moved intact. I would like to skew the graph while maintaining limits between the bounding values. If I can keep an area under the curve of 1 that would also rule. I read today that the square in the exponent of e is what creates symmetry around mu, so I am about to get to work on changing that as my input variable to see the results but I am sure it will probably give me some odd result. Ha. I don't know what Im doing!
Thanks for the response.
jmm
edit To answer all questions directly:
I was talking about normal distro, not anymore
I do want to evaluate the equation for various values of x to determine y which are amplitude levels.