I am struggling to find a simple definition of an 'estimable quantity'.
I am interested in estimable quantities in relation to network adjustments using least squares. My current understanding is that an estimable quantity is a quantity that varies according to the constraints used in the least squares adjustment (i.e depends on the stations which are held fixed).
However I am confused and cannot find any simply definitions online. Is an estimable quantity the same as an variant quantity, which in terms of least squares network adjustments is
Grazerr
I am interested in estimable quantities in relation to network adjustments using least squares. My current understanding is that an estimable quantity is a quantity that varies according to the constraints used in the least squares adjustment (i.e depends on the stations which are held fixed).
However I am confused and cannot find any simply definitions online. Is an estimable quantity the same as an variant quantity, which in terms of least squares network adjustments is
- Adjusted observations, La
- Variance covariance of matrix of the adjusted observations, ∑La
- Estimated distances and angles and their variances - covariance’s (computed from the adjusted coordinates).
- V, VTPV, and σo
Grazerr