# Solving an complex Integration with complex exp and other terms

I am trying to solve a partial differential equation and while solving I need to solve the following integral. If anyone could help me solve this integral that would be great.

$$y(x,t) = \int_{c-i \infty}^{c+i \infty} ds \: \frac{1}{s} \exp{\left[-\frac{\sqrt{A^2+4 B s}-A}{2 B} x + s \, t\right ]}$$

Any suggestion is highly appreciated.

Thanks.

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Not any suggestions ? –  Jdbaba Mar 24 '13 at 22:08