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Re: Changing t distribution slopes [message #12471 is a reply to message #12461]

Mon, 08 August 2011 18:15

Michael Kunkel
Messages: 53
Registered: June 2011

continuous participant

From: *odu.edu

Greetings Ingo,

Your idea for future version is exactly what I think would work for my requests.

On another note, I do not think is is possible to add a calculation of the polar angle even if I had the relation ds/dtheta <->ds/dt without sampling a normalized function of the t mandelstam implemented, which seems not yet achievable in PLUTO.

However the chance I am incorrect on this are high and I would like further insight to your idea if possible.

Thanks
Michael

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[Message index]

		[done] Changing t distribution slopes By: Michael Kunkel on Thu, 04 August 2011 04:20
		Re: Changing t distribution slopes By: Ingo Fröhlich on Thu, 04 August 2011 09:52
		Re: Changing t distribution slopes By: Michael Kunkel on Thu, 04 August 2011 17:20
		Re: Changing t distribution slopes By: Ingo Fröhlich on Fri, 05 August 2011 23:02
		Re: Changing t distribution slopes By: Michael Kunkel on Mon, 08 August 2011 18:15
		Re: Changing t distribution slopes By: Ingo Fröhlich on Sun, 14 August 2011 22:34
		Re: Changing t distribution slopes By: Michael Kunkel on Tue, 16 August 2011 15:10
		Re: Changing t distribution slopes By: Ingo Fröhlich on Tue, 16 August 2011 16:14
		Re: Changing t distribution slopes By: Michael Kunkel on Sun, 21 August 2011 09:20
		Re: Changing t distribution slopes By: Ingo Fröhlich on Sun, 21 August 2011 10:35
		Re: Changing t distribution slopes By: Michael Kunkel on Sun, 21 August 2011 11:34
		Re: Changing t distribution slopes By: Ingo Fröhlich on Tue, 23 August 2011 12:38
		Re: Changing t distribution slopes By: Michael Kunkel on Tue, 23 August 2011 17:51
		Re: Changing t distribution slopes By: Ingo Fröhlich on Wed, 24 August 2011 16:09
		Re: Changing t distribution slopes By: Michael Kunkel on Wed, 21 September 2011 20:32

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