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The residual mean square was used as the error term.
The residual analysis calculated from the Rasch Model showed that the infit mean square was 1.00 (SD = 0.21) and the outfit mean square was 0.90 (SD = 0.35).
EMG data were band pass filtered and the root mean square was obtained.
Noise is the random Gaussian noise whose zero mean square is 0.2.
(i) The almost sure synchronization control other than synchronization in mean square is investigated.
The calculation method of surface parameter including rigid body displacement, surface focus and root mean square is researched.
For instance, a roughness of 1.23 or 205 nm root mean square was measured for 100 bilayer coatings.
In addition, the stability in mean square is developed for the above mentioned stochastic dynamical systems in the G-frame.
The mean square is simply calculated by the division of SS to the corresponding DF (Eq. 13).
The definition of the globally robustly exponentially synchronization in the mean square is given firstly in the following.
It shows that the between-sample mean square is greater than the within-sample mean square, and the F test shows that this difference is highly significant.
