Difference between revisions of "UniformSpherical"

 
 
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[[category:Multivariate Distribution Functions]]
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[[Category: Multivariate Distribution Functions]]
 
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[[Category: Multivariate Distributions library functions]]
= UniformSpherical( I'', R'') =
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[[Category: Doc Status C]] <!-- For Lumina use, do not change -->
 
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== UniformSpherical(I'', R'') ==
 
Generates points uniformly on a sphere (or circle or hypersphere).
 
Generates points uniformly on a sphere (or circle or hypersphere).
Each sample generated is indexed by I -- so if I has 3 elements, the points will lie on a sphere.
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Each sample generated is indexed by «I» -- so if «I» has 3 elements, the points will lie on a sphere.
  
The mid value is a bit strange here since there isn't really a median that lies on the sphere.  Obviously the center of the sphere is the middle value, but that isn't in the allowable range.  So, an arbitrary point on the sphere is used.
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The [[mid]] value is a bit strange here since there isn't really a [[median]] that lies on the sphere.  Obviously the center of the sphere is the middle value, but that isn't in the allowable range.  So, an arbitrary point on the sphere is used.
  
= Library =
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== Library ==
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Multivariate Distributions library functions ([[media:Multivariate Distributions.ana |Multivariate Distributions.ana]])
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:Use [[File menu|File]] &rarr; '''Add Library...''' to add this library
  
Multivariate Distributions.ana
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==See Also==
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* [[Uniform]]
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* [[Multivariate distributions]]
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* [[media:Multivariate Distributions.ana |Multivariate Distributions.ana]]
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* [[Distribution Densities Library]]
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* [[Mid]]
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* [[Median]]

Latest revision as of 21:23, 24 May 2016


UniformSpherical(I, R)

Generates points uniformly on a sphere (or circle or hypersphere). Each sample generated is indexed by «I» -- so if «I» has 3 elements, the points will lie on a sphere.

The mid value is a bit strange here since there isn't really a median that lies on the sphere. Obviously the center of the sphere is the middle value, but that isn't in the allowable range. So, an arbitrary point on the sphere is used.

Library

Multivariate Distributions library functions (Multivariate Distributions.ana)

Use FileAdd Library... to add this library

See Also

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