Statistical independence, what is it? I mean really, what is it?? [General Statistics]
Dear ElMaestro,
If the sample on which the mean and standard deviations are calculated is smaller than infinity
than the mean and standard deviations are also random variables and follow a specfic distribution (i.e. sampling distribution).
To be precise: The sampling distribution of a statistic is the distribution of that statistic, considered as a random variable, when derived from a random sample of size n.
best regards & hope this helps
Martin
If the sample on which the mean and standard deviations are calculated is smaller than infinity

To be precise: The sampling distribution of a statistic is the distribution of that statistic, considered as a random variable, when derived from a random sample of size n.
best regards & hope this helps
Martin
Complete thread:
- Statistical independence, what is it? I mean really, what is it?? ElMaestro 2020-06-27 21:35 [General Statistics]
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- You’ve lost me now. Helmut 2020-06-28 21:55
- Worded differently ElMaestro 2020-06-29 08:30
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- pseudorandom and linear independence mittyri 2020-07-01 00:04
- Confuse-a-Cat ElMaestro 2020-06-30 13:07
- Confuse-a-Cat Helmut 2020-06-30 11:33
- Still not sure what you are aiming at… ElMaestro 2020-06-30 00:55
- Still not sure what you are aiming at… Helmut 2020-06-29 16:46
- Worded differently ElMaestro 2020-06-29 08:30
- You’ve lost me now. Helmut 2020-06-28 21:55
- Still none the wiser ElMaestro 2020-06-28 18:20
- Die don’t remember the last roll. Really. Helmut 2020-06-28 15:36
- Die don’t remember the last roll. Really. ElMaestro 2020-06-28 14:45
- Statistical independence, what is it? I mean really, what is it?? martin 2020-07-01 08:40
- Statistical independence, what is it? I mean really, what is it?? ElMaestro 2020-07-01 09:42
- Statistical independence, what is it? I mean really, what is it??martin 2020-07-01 10:07
- Statistical independence, what is it? I mean really, what is it?? ElMaestro 2020-07-01 09:42
- Die don’t remember the last roll. Really. Helmut 2020-06-28 13:35