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What the both values of the normal distribution stand for? | What the both values of the normal distribution stand for? | ||
First value µ (mean) and second value | First value µ (mean) and second value σ (standard deviation)? | ||
[[User:Ssg|Ssg]] 23:13, 5 December 2007 (CET) | [[User:Ssg|Ssg]] 23:13, 5 December 2007 (CET) | ||
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I've googled a (long) bit for that "InverseNormalTable". It seems to be okay. This table is also called "inverse standardized normal distribution" (see http://files.hanser.de/hanser/docs/20040419_24419112747-75_3-446-21594-8Anhang2.pdf) | I've googled a (long) bit for that "InverseNormalTable". It seems to be okay. This table is also called "inverse standardized normal distribution" (see http://files.hanser.de/hanser/docs/20040419_24419112747-75_3-446-21594-8Anhang2.pdf) | ||
The equation for the inverse normal distribution is: x = | The equation for the inverse normal distribution is: x = σ * z + µ | ||
with: | with: | ||
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:z = looked up in the z-table (the z-table here is the InverseNormalTable) | :z = looked up in the z-table (the z-table here is the InverseNormalTable) | ||
:µ = mean | :µ = mean | ||
: | :σ = standard deviation | ||
Unfortunately I've no idea what's the basis for Oni's interpolation (IMO Oni needs an entry point for the table), so I haven't got a clue what the result is for. | Unfortunately I've no idea what's the basis for Oni's interpolation (IMO Oni needs an entry point for the table), so I haven't got a clue what the result is for. |
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