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This paper presents the numerical dispersion analysis of a recently developed local-domain-enriched finite element (LEFE) for wave propagation problems. LEFE enriches standard finite element interpolations with trigonometric functions defined in the element domain, which satisfy the partition of unity and vanish at the nodes.
The automatic recognition and classification of infected plant leaves play an important role in precision agriculture and in helping to improve crop yields. With the advancements in the fields of artificial intelligence and computer vision, an exponential progress has been observed in their applications to agriculture, such as in plant leaf disease detection and subsequent decision making.
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