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Explanatory variables included classical terrain factors (elevation, slope, curvature plan and profile, wetness index, etc)., various channels and combinations of channels from LANDSAT ETM imagery, land cover and lithology maps.
For selecting the optimum number of channels, all possible combinations of channels were calculated.
A second interesting future work (already in progress in our research group) is the design of optimal geometries for the combinations of channels forming filters.
A graph theoretical network analysis was carried out to evaluate small world networks, in which connectivity was determined by all pair-wise combinations of channels resulting in 14 × 14 connectivity matrices of phase synchronisation.
Interhemispheric synchrony was estimated by averaging the values of all pair-wise combinations of channels between two MEG sectors (inter-Frontal, inter-Central, inter-Parietal, inter-Occipital and inter-Temporal).
Similarly, intrahemispheric synchrony was calculated by averaging SL values for all pair-wise combinations of channels between two MEG sectors within each hemisphere: Frontal-Parietal (FP), Frontal-Temporal (FT), Temporo-Occipital (TO) and Parieto-Occipital (PO).
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Different combinations of channel geometries and water velocities were evaluated.
In the present work 3D FEA of ECAP process was carried out for different combinations of channel angle, inner and outer corner radii.
Figure 2 BER performance of DSTBC with FD-LE for various combinations of channel memory orders.
Figures 3 and 4 depict the same curves for other combinations of channel coefficients.
Figure 2 shows the BER performances of the proposed DSTBC for various combinations of channel lengths using frequency domain linear equalizer (FD-LE), such as MMSE receiver.
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