Sentence examples similar to function for error from inspiring English sources

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Model calibration identified a set of parameters that minimized objective functions for errors in runoff volume and instantaneous discharge.

Proof We choose the following Lyapunov function for the error system (13): (16).

We adopt the anisotropic diffusion as a direction diffusion operation and use the diffusion function for spatial error concealment as in [7].

One general difficulty that cannot be overcome in optimization is to choose a priori a realistic probability density function for the error distribution and an estimation of its variance.

Based on the error patterns generated by WZ corrupted frames, an edge-directed filter is constructed to remove the noises around edges caused by errors in the WZ bits by adopting the anisotropic diffusion as a direction diffusion operation and the diffusion function for spatial error concealment proposed in [7] (7).

Let the construction of the Lyapunov function for the error system (2.4) be in the form of V e, t)=sum_{k=1}^{L}c_{k}V_{k}(e_{k}, t), (3.2) in which (c_{k}) is the cofactor of the kth diagonal element of Laplacian matrix of digraph ((mathcal{G},A)).

The starting idea is this: if something has the function of indicating something else then it is supposed to indicate it but, since items don't always perform their functions, room for error has been made.

In this paper, a newly designed overhung boring bar servo system equipped with an on-line compensation function for machining errors is presented.

The loss function for measuring errors between Y and f ^ (X ) we can describe as L (Y, f ^ (X ) ).

The function of confidence as a function of ISI for error trials are roughly parallel indicating that there is a main effect of ISI but without interaction between the different error types (ANOVA, main effect of ISI, F7, 7 = 5.52, P = 0.0193; main effect of error type, F2, 1.94 = 15.14, P = 0.0657; ISI * Error Type, F14, 309 = 0.89, P = 0.5718).

The Bayes Rules for estimating parameters for generalized 1-0 loss functions, for squared error loss, and for absolute error loss are well known [ 24].

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