Identificador persistente para citar o vincular este elemento: http://hdl.handle.net/10662/19594
Títulos: Obtaining the user-defined polygons inside a closed contour with holes
Autores/as: Molano Gómez, Rubén
Sancho Núñez, José Carlos
Ávila Vegas, María del Mar
García Rodríguez, Pablo
Caro Lindo, Andrés
Palabras clave: k-Gon;Computational geometry;Polygon;Holes;Closed contour;Contorno cerrado;Polígono;Geometría computacional;Agujeros
Fecha de publicación: 2023
Editor/a: Springer
Resumen: In image processing, computer vision algorithms are applied to regions bounded by closed contours. These contours are often irregular, poorly defined, and contain holes or unavailable areas inside. A common problem in computational geometry includes finding the k-sided polygon (k-gon) of maximum area or maximum perimeter inscribed within a contour. This paper presents a generic method to obtain user-defined polygons within a region. Users can specify the number k of sides of the polygon to obtain. Additionally, users can also decide whether the calculated polygon should be the largest in area or perimeter. This algorithm produces a polygon or set of polygons that can be used to segment an image, allowing only relevant areas to be processed. In a real-world application, the validity and versatility of the proposed method are demonstrated. In addition, the source code developed in Java and Python is available in a GitHub repository so that researchers can use it freely.
URI: http://hdl.handle.net/10662/19594
DOI: 10.1007/s00371-023-03170-9
Colección:DISIT - Artículos

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