Numerical Integration

[Marcin Ślęczka]

I'm a beginner on using the Octave. I've a problem with numerical integration
of such a function:
\int_0^1 dt \frac{1}{t^{3/2}}\exp[-iR(t)]\frac{1}{(1+R^2(t))^2} where
R(t)=\int_0^t dx e^{-x^2}\sin(at+b) (tex code)
I've no idea how to integrate this. Every help will be usefull.
Thanks for help
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