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#1 Re: Help Me ! » Problem with Numerical Integration » 2011-01-12 06:24:38
Success! By using GaussKronrod quadrature I was able to successfully numerically integrate this function. Thanks for you help! 
#2 Re: Help Me ! » Problem with Numerical Integration » 2011-01-12 00:04:11
Both A and B are constants which are between 0 and 1. The top bracket is just a bracket. 
#3 Help Me ! » Problem with Numerical Integration » 2011-01-10 04:04:35
- Ancalagon
- Replies: 5
I'm currently having difficulties trying to numerically integrate the following
where A and B are constants. I need to determine this integral for values all values x such that
. I have solved this integral analytically for the special case of successfully. I am now interested in examining the integral for cases when alpha does not equal one. However, I am currently unable to numerically integrate this function. I currently get correct solutions for x >0 and complex solutions for x <1 when solved numerically for alpha = 1 while the analytical solution correctly gives only real answers. I think I am incorrectly numerically integrating this function. Can anyone show me how they would integrate this? My background is in Physics and I am only aware of some very basic numerical integration techniques.Thanks for any help you can give me with this.
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