Recent content by Matheco

Thanks chiro for your reply. At the moment I am clueless about how to deal with this series. Could you recommend a reference where series are approximated by methods suggested by you?

Thanks for your replies. I am assuming x>A>0.

There is no analytical solution of the integral below. Can we approxiamate the analytical solution? \int_{k}^{K} \frac{exp(-log^2 (x))}{x(x-A)}dx

How to find the value of an infinite series. for e.g.Ʃ_{n=1}^{\infty} (β^{n-1}y^{R^{n}}e^{A(1-R^{2n})}) where β<1, R<1, y>1, and A>0? Note that this series is covergent by Ratio test. I already have the numerical solution of the above. However, I am interested in analytical solution...