Google Translation:
Hello,
how to calculate in matlab the volume of a rotating Gaussian curve (Gaussian distribution) about the y axis within a given interval. I would like to calculate the volume of the quasi-Gaussian bell around its center within a certain interval. The formula should look like this:
V = 1 / (σ √ 2π) ∫ _0 ^ 2π ∫ _0 ^ y 〖e ^ (-0.5 〖((x-μ) / σ)〗 ^ 2) * xdxdα〗
where c = 2π and b upper limit of the interval over which the Gaussian curve is to be integrated.
by hand I have already calculated, but happy to know how to calculate it in matlab. Is there a specific command to do this?
would be glad if someone can help me.
