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Two kinematic formulations, one based on the inverse deformation gradient tensor, and a second based on the symmetric Finger tensor, are used for tracking large deformations in solids.
Efficient hardware realization structures are obtained based on the symmetric properties of the impulse responses.
The principle is simple to understand, and is based on the symmetric composition method.
We discuss and benchmark a parallelization strategy based on the symmetric multi-processing paradigm.
Existing service-oriented architectures designed for the MCC are based on the symmetric encryption protocols to support the application layer.
However, the recent introduction of affordable personal computers based on the symmetric multiprocessing architecture makes it feasible to consider parallel applications for everyday use.
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Based on the basis, symmetric trigonometric polynomial curves like Bézier curves are constructed.
On the other hand, our proposed schemes are based on the only symmetric cryptographic function.
Hard and soft schemes are used to combine the CPSD measures, which are derived based on the two symmetric parts of the power spectral density.
Based on the weakly symmetric condition, Chang et al. [8] established the equivalent relation between the largest Z-eigenvalue and Z-spectral radius of nonnegative tensors.
Based on the above symmetric perturbed Fischer-Burmeister function (9), Chen et al. [13] proposed the first globally and superlinearly convergent smoothing Newton method.
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