We show that, if the effective source width is known rather than the geometric width, predictions of plume development can greatly increase in predictive power.
This performance is assessed here through the mean absolute error (MAE) and root mean squared error (RMSE), comparing the predicted motif width to the known width.
We compare MITSU against MEME and assume that the true motif width is known; both algorithms are run at this width.
The width of this tree decomposition is 2. Note that the computation of an optimal tree decomposition (w.r.t. width) is known to be an NP-complete problem [119].
Capillary width is also known as "loop width," "maximum loop width," "total width," "total caliber of loop," "capillary loop amplitude," "total capillary width," and "external diameter".
The operators used to obtain first- and second-order partial derivatives with a minimum stencil width are known as compact.
A central plastic zone criterion is proposed in view of transmission electron microscopy images of indented walls and allows the prediction of the response deviation of a given wall if its width is known.
Let us assume that the range of contiguous addresses mapped to the on-chip SPM is {0, 1, …, N−1}, that memory is word-addressable and the word width is known (being imposed by the chosen core processor).
The length of this zone (dependent on FRP width) is known as the effective bond length and is also described as the length beyond which failure load stops increasing, and FRP strain vanishes.
However, these criteria have generally not performed well at determining motif width in known datasets [ 5].
