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Gaussian Curve using Normdist?
 
How does one come up with a gaussian formula using normdist and mean
and sigma provided?
I know how to create a normal distrib but dont know how to move
forward on a gaussian.....thanks, v


David Biddulph[_2_]

Gaussian Curve using Normdist?
 
You've done the job, then. A normal distribution *IS* gaussian.
--
David Biddulph

wrote in message
ups.com...
How does one come up with a gaussian formula using normdist and mean
and sigma provided?
I know how to create a normal distrib but dont know how to move
forward on a gaussian.....thanks, v




[email protected]

Gaussian Curve using Normdist?
 
On Apr 17, 3:02 am, "David Biddulph" <groups [at] biddulph.org.uk
wrote:
You've done the job, then. A normal distribution *IS* gaussian.
--
David Biddulph

wrote in message

ups.com...



How does one come up with a gaussian formula using normdist and mean
and sigma provided?
I know how to create a normal distrib but dont know how to move
forward on a gaussian.....thanks, v- Hide quoted text -


- Show quoted text -


Looking for a gaussian curve that is skewed and not a uniformly shaped
normdist curve. any takers?


Jerry W. Lewis

Gaussian Curve using Normdist?
 
The gaussian distribution is not skewed.
http://en.wikipedia.org/wiki/Gaussian_curve
http://en.wikipedia.org/wiki/Gaussian_distribution

If you mean the so-called "shew-normal" distribution
http://azzalini.stat.unipd.it/SN/
The pdf, can be calculatated as a product of two NORMDIST calls, as shown in
http://azzalini.stat.unipd.it/SN/Intro/intro.html
The cdf cannot be easily calculated using solely native Excel functions

If you are up for translating from Fortran to VBA, you would find
http://www.jstatsoft.org/counter.php...i05/t.pdf&ct=1
to be helpful in implementing Azzalini's formulas. I would also recommend
using the Smith library of probability functions
http://members.aol.com/iandjmsmith/iansNApage.htm
instead of native Excel functions

Jerry

" wrote:

On Apr 17, 3:02 am, "David Biddulph" <groups [at] biddulph.org.uk
wrote:
You've done the job, then. A normal distribution *IS* gaussian.
--
David Biddulph

wrote in message

ups.com...



How does one come up with a gaussian formula using normdist and mean
and sigma provided?
I know how to create a normal distrib but dont know how to move
forward on a gaussian.....thanks, v- Hide quoted text -


- Show quoted text -


Looking for a gaussian curve that is skewed and not a uniformly shaped
normdist curve. any takers?




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