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We computed position weight matrices as log-odds weights52.
* Initialises Weight matrices W (+W_out) and Wr on the device.
So the weight matrices can be tuned automatically.
Combining with a new transient performance function, the optimal weight matrices can be obtained.
Moreover, the effect of weight matrices on users' prioritisation is elaborated.
P-values and position weight matrices were calculated using the Wilcoxon-Mann–Whitney test.
C and D denote the connection weight matrices with ((ntimes n)) dimensions.
M and W are the distributively delayed connection weight matrices with ((ntimes n)) dimensions.
W (l) represents the weight matrices of layer l in NNs.
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This is often done using position-weight matrices (PWMs).
Graphical position-weight matrices were constructed from the MEME matches with WebLogo (Crooks et al. 2004).
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