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Integrate e^-x^2
#18
A transformation of coordinates system does not change the integral, provided the new system is compatible with the old system. Can be shown through PDEs, and the transformation is easily done with Jacobian. We just make our life easier through transformation since we can't exactly do the integral in the cartesian system.

I'm not a mathmo so I can't handle too much of this.

Hadriel
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Messages In This Thread
Integrate e^-x^2 - by 2147483647 - 2011-02-06, 06:00 AM
Integrate e^-x^2 - by Lozmaster - 2011-02-06, 07:53 AM
Integrate e^-x^2 - by 2147483647 - 2011-02-06, 07:57 AM
Integrate e^-x^2 - by Noah - 2011-02-06, 08:09 AM
Integrate e^-x^2 - by 2147483647 - 2011-02-06, 08:27 AM
Integrate e^-x^2 - by Noah - 2011-02-06, 11:21 AM
Integrate e^-x^2 - by Shidoshi - 2011-02-06, 11:45 AM
Integrate e^-x^2 - by OB3LISK - 2011-02-06, 01:33 PM
Integrate e^-x^2 - by Corn - 2011-02-06, 03:29 PM
Integrate e^-x^2 - by 2147483647 - 2011-02-06, 06:19 PM
Integrate e^-x^2 - by Noah - 2011-02-06, 06:35 PM
Integrate e^-x^2 - by Shidoshi - 2011-02-06, 06:35 PM
Integrate e^-x^2 - by modular - 2011-02-07, 08:36 PM
Integrate e^-x^2 - by StringStrider - 2011-02-08, 05:34 PM
Integrate e^-x^2 - by Lozmaster - 2011-02-09, 06:52 AM
Integrate e^-x^2 - by 2147483647 - 2011-02-09, 07:09 AM
Integrate e^-x^2 - by Lozmaster - 2011-02-09, 07:28 PM
Integrate e^-x^2 - by hadriel - 2011-02-12, 09:37 AM

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