Programmer Guide/Command Reference/EVAL/var: Difference between revisions
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:<code>''v'' = sum<sub>i = 0..ncol(''x'')</sub> ( (x<sub>i</sub> - avr(''x''))^2 )</code> | :<code>''v'' = sum<sub>i = 0..ncol(''x'')</sub> ( (x<sub>i</sub> - avr(''x''))^2 )</code> | ||
---- | ---- | ||
<math>\sigma^2</math> | |||
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Revision as of 13:10, 8 April 2011
Compute the variance of x.
- Usage 1
var(xvector)
- Result 1
- The variance v of vector x.
v = sumi = 0..ncol(x) ( (xi - avr(x))^2 )
Usage: | var(xv) |
Result type: | scalar |
The covariance of the vector xv and yv.
Usage: | var(xv,ys) |
Result type: | scalar |
The covariance matrix for the column vector of the matrix xM. The column average a[j] is either calculated with avr(xM[*,j]) or through the argument y (a[j] = yS or a[j] = yV[j]).
Usage: | var(xm) |
var(xm,ys) | |
var(xm,yv) | |
Result type: | matrix - (ncol(xm) x ncol(xm)) |