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08-15-2008 08:08 PM

I am looking to calculate the volume under a 3D

Gaussian distribution curve. I was wondering if anyone had some code that may help me. Thanks

Chris

Gaussian distribution curve. I was wondering if anyone had some code that may help me. Thanks

Chris

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08-19-2008 01:22 PM

What is meant by the volume under a *curve*?

Are you talking about the volume bounded by the x-y plane and the *surface* z=

Are you talking about the volume bounded by the x-y plane and the *surface* z=

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08-19-2008 05:28 PM

My bad.. I should have said "cone". Basically, I am asking if I have a volume of air in space and a gas is normally distributed in that 3 dimensional space ( aka cone shape, x,y and z), How do I calculate its volume using SAS. Does that make sense?

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08-20-2008 10:52 AM

Although in principle, the volume is infinite since there is always the probability, albeit infinitesimal, that a particle can be arbitrarily as far as desired. It is a gas, after all. I was still thrown by the cone idea.

Are you suggesting that if (X,Y,Z) are the position of a particular gas particle in space, that X,Y,Z are independent identically distributed normal?

Are you suggesting that if (X,Y,Z) are the position of a particular gas particle in space, that X,Y,Z are independent identically distributed normal?

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08-21-2008 11:28 AM

For example, in a 2-d curve we are looking for the area under the curve that is associated with say alpha = 0.90. I am loking for the volume of gas under a cone that is in three dimensional space and normally distributed.

So to answer your question... Yes. The position of a particle is independent identically distributed normal. Thus if we had a cloud of the gas particles, they would form a cloud/cone of gas that has the 3-d shape of a normal curve. I want to find the volume of that gas with 90 % confidence.

I hope I am explaining this better...

Thanks

So to answer your question... Yes. The position of a particle is independent identically distributed normal. Thus if we had a cloud of the gas particles, they would form a cloud/cone of gas that has the 3-d shape of a normal curve. I want to find the volume of that gas with 90 % confidence.

I hope I am explaining this better...

Thanks