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We use two quantile regression methods: The regular quantile regression Q R (τ|x) estimation based on (5), Q_{R} tau |x)=widehat{beta }_{0} tau)+widehat{beta }_{1} tau x (13) The weighted quantile regression Q W (τ|x) estimation based on (6) Q_{W} tau |x)=widehat{beta }_{w0} tau)+widehat{beta }_{w1} tau x.
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In this method, the regular solution model is assumed.
Because all these methods sidestep the regular legislative process, the number of times they are used and the money involved are even harder to track than with regular earmarks.
The follow-up is extensive, relying both on active participation of the volunteers through annual questionnaires and regular visits to the HSCs, and on passive methods through the regular linkage to health and socioeconomic national exhaustive databases.
The follow-up will be very extensive, relying both on active participation of the volunteers through annual questionnaires and regular visits to the HSCs, and on passive methods through the regular linkage to health and socioeconomic national exhaustive databases.
This problem is different from the traditional Tikhonov regularization method because the regular item (int_{0}^{l}sqrt{|nabla a|^{2}+epsilon^{2}},dx) is related to the total variation regularization.
The first method is the regular decoupling field which generates from the unified approach for FBSDEs.
AgNPs prepared with this method have the regular shape and uniform size.
Nevertheless, the large difference in the running time fairly indicates the much higher efficiency of the proposed decomposition method over the regular convex optimization tool.
As topology optimisation is not only very fast but also mimics the classical way of part design when driven by installation space constraints, the uptake of this method in the regular automotive design process was quite straightforward.
This lack of robustness of the adjoint when running on typical industrial meshes is a problem that has been accompanying the adjoint development in OpenFOAM from the very beginning - and for certain applications it is still inhibiting the systematic use of the adjoint method in the regular computational processes.
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