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Integrate e^(-r^2) |
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| May23-07, 10:08 AM | #1 |
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Integrate e^(-r^2)
Nevermind sorry, think I've found a sufficent article on wikipedia to help me:
http://en.wikipedia.org/wiki/Gaussian_integral |
| May24-07, 06:18 AM | #2 |
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From memory the Gaussian integral is from infinity to negative infinity..if you want something that act's as an anti derivative, try the Error Function ( erf(x) )
EDIT: ~sigh~ I just realised the erf(x) also has bounds, my bad. |
| May29-07, 05:53 AM | #3 |
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But thanks for trying
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| May29-07, 09:11 AM | #4 |
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Integrate e^(-r^2)
Zurtex, this was already being discussed in another thread at about the same time as you started this one. See the following link for details :
http://www.physicsforums.com/showthread.php?t=171014 |
| May29-07, 09:35 AM | #5 |
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how about integrating it wrt x. Easy!
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