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H-likelihood inference has been proposed where the explicit evaluation of the integral is avoided.
The validity of the asymptotic formula is confirmed by comparison with the numerical results computed by the fast field formulation and the direct evaluation of the integral.
Estimations of the bulk and shear relaxation functions as well as the creep functions are provided by numerical evaluation of the integral operator.
In contrast to other numerical methods, the advantage of our method is that it does not involve any intermediate numerical technique for evaluation of the integral present in integral equations.
Specifically, we present an algorithm for the fast evaluation of the integral coefficients appearing in the assembly of the BEM system matrices, which represents an extremely time-consuming task.
A particular attention has been devoted to the evaluation of the integral intensity of some XRD structures to determine the main trends in the formation of species during the first discharge-charge cycle.
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The evaluation of the integrals is made by use of Gaussian quadrature defined on background integration cells.
Here we use symmetry to enhance the efficiency of evaluation of the integrals.
To validate the accuracy of the numerical evaluation of the integrals involved, numerical results are included for cases of different degrees of the material anisotropy.
To confirm the accuracy of the numerical evaluation of the integrals involved, numerical results are included for cases of different degrees of the material anisotropy and compared with previously published solutions.
The sets of polynomials are shown to be equivalent to the orthogonally generated polynomials used very successfully in earlier studies but are more easily generated and the subsequent evaluation of the integrals in the resulting eigenvalue problem are more simply performed.
More suggestions(15)
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evaluation of the training
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evaluation of the nature
evaluation of the action
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evaluation of the plan
evaluation of the agreement
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