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Several elements of the method are applicable to a broader range of interface problems.
The findings of the method are applicable for all manufacturing and non-manufacturing equipment.
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The experimentations showed that the method is applicable to real-world scenes in level-crossing applications.
The method is applicable to general geometries.
The method is applicable to both structured and unstructured grids.
The method is applicable to metallic and semiconducting materials.
A case study shows that the method is applicable.
The method is applicable for both spatially coherent and incoherent illuminations, as well as for white light illumination.
While the method is applicable to other linear formulations, our empirical results indicate SLFN's effectiveness on classification generalization.
The method is applicable to the cavity design for any LD side-pumped solid-state lasers.
As a result, the method is applicable to the majority of FOR-loops occurring in practice.
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