Mathematical Morphology
نویسندگان
چکیده
منابع مشابه
Review of Application of Mathematical Morphology in Crop Disease Recognition
Mathematical morphology is a non-linear image processing method with twodimensional convolution operation, including binary morphology, gray-level morphology and color morphology. Erosion, dilation, opening operation and closing operation are the basis of mathematical morphology. Mathematical morphology can be used for edge detection, image segmentation, noise elimination, feature extraction an...
متن کاملAdvances in the Application of Mathematical Morphology in Spatial Data Processing and Analysis
Mathematical morphology originated in 1960s. It uses a structuring element to measure and extract corresponding objects in images. The purpose is to analyze and identify these images. Mathematical morphology can be widely applied in geoscience because not only the research object but also the data format in geoscience research is so consistent with mathematical morphology. This article sets out...
متن کاملA NEW FUZZY MORPHOLOGY APPROACH BASED ON THE FUZZY-VALUED GENERALIZED DEMPSTER-SHAFER THEORY
In this paper, a new Fuzzy Morphology (FM) based on the GeneralizedDempster-Shafer Theory (GDST) is proposed. At first, in order to clarify the similarity ofdefinitions between Mathematical Morphology (MM) and Dempster-Shafer Theory (DST),dilation and erosion morphological operations are studied from a different viewpoint. Then,based on this similarity, a FM based on the GDST is proposed. Unlik...
متن کاملAn Illustrative Analysis of Mathematical Morphology Operations for MRI Brain Images
Mathematical morphology is an implement for extracting image components that are helpful in the demonstration and explanation of region shape, boundaries, skeletons, and convex hull. Morphological operations are used in pre and post processing for thinning, filtering. Morphology is a development method used to extract image meaningful. In this paper, study the different morphology methods that ...
متن کاملImage Analysis Using a New Definition of Mathematical Morphology for Binary Image
What the algebra of convolution does for linear systems, the algebra of mathematical morphology does for shape. Since shape is a prime carrier of information in machine vision, there should be little surprise about the importance of the mathematical morphology. Now adays the operations of mathematical morphology are very much useful in object or defect identification required in industrial visi...
متن کاملFault detection, classification and location methodology for solar microgrids using current injection, online phaselet transform, mathematical morphology filter and signal energy analysis
In this paper, a new method for detection and fault location and classification in MTDC solar microgrid is presented. Some issues such as expanding renewable energy sources and DC loads and efforts to increase power quality and reduce the environmental impact of electricity generation have led to the expansion of solar networks. Identifying the types and locations of faults is important to ensu...
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