Promblem with integration
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03-18-2016, 05:26 PM
Post: #11
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RE: Promblem with integration
parisse,
That would be great! To complete the picture with cos(x^2), using Euler and variable substitution you can do a similar complex math calculation and derive int(cos(^2)x,0,x) in terms of erf(x) symmetrically as: int(cos(x^2),x,0,x) = (1-i)*√(pi/32)*( erf( (1+i)/√(2) * x) + i*erf( (1-i)/√(2) * x) ) It turns out that the signs in front of the two i's are swapped otherwise the same. Very nice actually. |
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Messages In This Thread |
Promblem with integration - Annaguseva - 03-16-2016, 02:14 PM
RE: Promblem with integration - toshk - 03-16-2016, 05:28 PM
RE: Promblem with integration - Tim Wessman - 03-16-2016, 06:34 PM
RE: Promblem with integration - toshk - 03-16-2016, 07:49 PM
RE: Promblem with integration - Annaguseva - 03-16-2016, 07:03 PM
RE: Promblem with integration - Anders - 03-16-2016, 10:07 PM
RE: Promblem with integration - Wes Loewer - 03-17-2016, 05:36 PM
RE: Promblem with integration - parisse - 03-17-2016, 06:54 AM
RE: Promblem with integration - salvomic - 10-29-2017, 06:52 PM
RE: Promblem with integration - Anders - 03-17-2016, 11:09 PM
RE: Promblem with integration - parisse - 03-18-2016, 01:25 PM
RE: Promblem with integration - Anders - 03-18-2016 05:26 PM
RE: Promblem with integration - parisse - 03-19-2016, 11:46 AM
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