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Containment problem with geometric buffersGomboši, MatejIn geographical information systems the point-in-polygon problem is often encountered. The algorithms usually work on polygons made from straight edges, but many times this is not enough. Other forms ... can be found among which polygons containing circular arcs - geometric buffers are very frequent in engineering practice. This paper presents different solutions for the point-in-polygon problem on geometric buffers. Presented algorithms handIe circular arcs easy and efficiently. Three approaches are developed: the Ray-Crossing method, the Cell-Based Algorithm and the Approximate approach. Each of them is developed and suited for a different kind of application demands.Vrsta gradiva - elaborat, študijaZaložništvo in izdelava - Maribor : Faculty of Electrical Engineering and Computer Science, Laboratory for geometric modelling and multimedia algorithms, 2005Jezik - angleškiCOBISS.SI-ID - 13072662
Avtor
Gomboši, Matej
Zbirka
Contributions to geometric modelling and multimedia
Teme
računalniška geometrija |
geografski informacijski sistemi |
vsebnost točke |
enakomerna delitev ravnine |
geometrijska očrtja |
krožni loki |
aproksimacija |
computational geometry |
geographical information systems |
point-in-polygon |
uniform plane subdivision |
geometric buffer |
geometric outlines |
circular arcs |
approximation
Vnos na polico
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JCR | SNIP | JCR | SNIP | JCR | SNIP | JCR | SNIP |
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Gomboši, Matej | 20321 |
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