This system was analyzed by using a wave approach in references [1 4], where expressions for time harmonic coupling and input powers, their ensemble averages and the coupling loss factor were derived.
In our implementation, we first resort to an existing beat tracking approach introduced in reference [18] and then perform post-processing to pick out those steadier beat times as frame boundaries.
Another approach, documented in reference (Becker et al. 2013) is based on simulation of a specific-modelled system to gradually find a suitable point to trigger adaptations and consequently to fulfil system requirements.
The geometric parameters, such as mouth corner points and lip position, are obtained by template matching-based approach in the reference system [1].
The FABCE standards were synthesized by esterification of authentic fatty acid standards and corresponding branched-chain alcohols using approaches published in reference [ 48 ].
Our method has a full reference approach in which a reference and a test mesh sequence are provided to the system.
We can compute the transition coefficient { a i, j } between two microstates S i and S j using Algorithm 2 (see Appendix) following the approach outlined in references [ 14, 18, 22].
We have tested the R-D performance of PropME in combination with several well-known MD approaches in the reference software, referred to as MD0, MD1, MD2, and MD4.
Using a similar approach, the authors in reference [21] investigated the distribution of signal phase in body area networks.
Since each character performs a separate sub-task, and the overall task amounts to adequate performance of each of these sub-tasks, the functional proficiency of a message is simply the lowest proficiency of its constituent characters (Zeldovich and co-workers likewise used the weakest-link approach, as described in reference 8).
