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Several algorithms have been developed for computing of NE.
With this algorithm for computing of S2, we have k = 1.
Freshly prepared RLMs calibration curves were used for computing of accuracy and precision values were carried out using.
The obtained results are applied for computing of optimal multimaterial elastic designs; an example of such a design is demonstrated.
We present an exact analytical method, proposed by Nazarov [15] for computing of three rotational accelerograms simultaneously from given translational records.
The first linear part of the curve showed a regression equation of Y = − 0.01378*X + 4.579 that was used for computing of in vitro t1/2 [16] (where in vitro t1/2 = ln2/slope).
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The DSF algorithm for computing eigenvalues of a type of matrix eigenvalue problems is designed.
However, these results are computed on sets of different size, where much greater sets of reads are used for computing accuracy of MTR.
A new nesting technique has been developed for computing solutions of the steady-state form of the wave action equation.
The paper presents an algorithm for computing offset of curves on tessellated surfaces.
An O(n) hardware algorithm for computing EDT of an n×n image is presented.
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