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To explore some of these effects, simulation work has been carried out to optimize process parameters to achieve optimal edge form.
Two different contributions for optimal edge detection are studied in detail.
To avoid undesirable local minima, an overall optimal edge detector is designed.
The Laplacian-of-Gaussian (LoG) filter is an optimal edge detector, but it is computationally inefficient.
In general, finding the dimension to generate the optimal edge inference results (aka critical dimension) is challenging.
Figure 4 Optimal edge detection on the "Large Building" image (a) Original aerial image (b) Ground truth image.
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An Optimal Edge-cost Topology Control (OETC) algorithm is proposed to ensure that all approximate minimum-edge-cost paths exist in final topology.
By considering the sum of deviation-from-the-mean and rotational kinetic energy as appropriate metrics for synchronization, the numerical studies provide insights into the selection of optimal edge-dependent synchronization gains when the initial conditions are assumed available.
Mapping zones were delimited to represent relative geographic homogeneity with consideration of economy (cost), physiography, land-cover distribution, spectral uniformity, and optimal edge-matching (Homer and Gallant 2001).
In this paper we construct new classes of D-optimal edge designs.
This construction uses weighing matrices of order n and weight k together with permutation matrices of order n to obtain D-optimal edge designs.
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CEO of Professional Science Editing for Scientists @ prosciediting.com