This deviation of the measurement and inherent variability values will not affect the value of the deduced transformation error because both inherent variability and measurement error are summed as shown in Eq. (16).
Comparing Eqs. 4 and 7 with Cauchy's inequality, it is simply deduced that error of committee machine is less than or equal to the average error of all methods acting alone.
The deduced transformation error values can be used as guidance in the absence of other, more accurate, site-specific values.
The deduced transformation error may be used as guidance, in the absence of more-accurate site specific values, for determining overall geotechnical variability that is needed in reliability based analysis and design.
Firstly, aim to solve the large scale, high precision and longtime stability measurement system issues, a measurement network based on laser tracker metrology was established, key technology for the metrology including: deducing the error in point measurement and uncertainty ellipsoid of laser tracker; optimizing the measuring stations and carrying out weighted measurement network regression.
Similarly we can deduce the error equation for ρ z. □.
In the following, we employ the classical FE method to deduce the error estimations of OFEE solutions for the 2D viscoelastic wave equation.
By Taylor's formulas or the above discrete process, we easily deduce the error estimates (4), which completes the proof of Theorem 1.
As the main result, we deduce the error estimate for the minimal norm SBF interpolation in the metric of the p th Lebesgue integral function space on the sphere.
In the following, we employ the SPDMFE approach to deduce the error estimates of solutions to Problem V and offer the implemented procedure for the optimized SPDMFE extrapolation approach.
end{aligned} (3.11) In this work, we will deduce an error estimate for (Vert f-f_{mu}^{epsilon} Vert ) and show convergence rate under a suitable choice of regularization parameters.
