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For a given layered source message, Pd,l(N) depends only on the selected window selection distribution Γ.bTherefore, designing EW RLC codes with desired Pd,l(N) behaviour reduces to the design of appropriate Γ[18].
For each encoded packet, one of the EWs is first selected using the predefined window selection distribution Γ = ∑ i = 1 L Γ i ξ i, where Γ i is the probability of selection of the i-th window, ∑ i = 1 L Γ i = 1.
Although the maximum of D is achieved over the range of first window selection probabilities Γ 1 (BS), it is favourable to select as large Γ 1 (BS) as possible to reduce the decoding delay for the first layer, while still maintaining high probability of recovery of the second layer of x BS) at all users.e. Figure 9 Two-layer multi-user video conferencing optimization example.
The filter performance is analyzed based on different window selection and varying MUAPs from simulated and recorded surface EMG.
Designing the HMF for the compression of the SHC is a problematic issue because it requires optimal window selection.
Therefore, it is desirable to use a representation that is less dependent on proper window selection.
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In Figure 9, for example, an end user selects the three windows (selection is highlighted) and runs the Revit plugin under the External Tools tab.
In the chart selection window, select the scatterplot.
In the chart selection window, select the bar chart.
In the chart selection window, select the histogram.
windows, selection of suitable sunshades, etc.
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