Sentence examples for measurements are defined from inspiring English sources

Hence, all concepts related to physical measurements are defined in terms of classical information theory.

In our case, measurements are defined by range estimates (1) and the Jacobian of h t, necessary for EKF implementation, is ∇ x t h t = ∂ h 1, t ∂ x t ∂ h 1, t ∂ y t ⋮ ⋮ ∂ h N, t ∂ x t ∂ h N, t ∂ y t, (9).

The number of eggs in feces and some of immune measurements are defined by two parameters, treatment and time.

The three measurements are defined as follows.

Two measurements are defined to evaluate ventricle recognition results.

Here two measurements are defined to evaluate the result.

Orthogonal measurements were defined using sagittal, axial, and coronal planes and measured as perpendicular millimeter distances from the specific 3D landmark to each of the reference planes.

The difference between the two measurements was defined as a closed-loop measurement error and the subsequent analysis was performed to determine the significant factors affecting the errors.

The uncertainty in the measurements is defined as the root sum square of the fixed error of the instrumentation and the random error observed during different measurements.

The precision of measurements was defined as the proportion of measurement errors less than the minimally clinically important difference (MCID) (Edwards et al. 2004; Gajdosik and Bohannon 1987).

In the midsagittal plane, linear and angular measurements were defined as follows (Fig. 2): Fig. 2 Definitions of linear and angular measurements in the midsagittal plane.