Buenas<br><br>Estamos dándole vueltas a lo de simplificar nodos en zonas "redonditas". Hemos implementado un método usando el simplificador de Geotools que hace un trabajo bastante bueno pero que tiene un problema que a Cruz le parece gordo:<br>
<br>Cuando se simplifican los nodos hay extremos de edificios que ya no comparten nodos con las parcelas y se montan unos encima de otros. <br><br>Como una imagen vale más que mil palabras:<br><br>Antes:<br><img src="data:image/png;base64,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" alt=""><br clear="all">
<br>Después:<br><img src="data:image/png;base64,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" alt=""><br>
<br>Este caso es solucionable de la misma forma que nos comemos los voladizos y los balcones. El problema es cuando es "al revés", cuando las parcelas no se superponen sino que se separan. Ilustro:<br><br>Antes:<br>
<img src="data:image/png;base64,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" alt=""><br>
<br>Después:<br><img src="data:image/png;base64,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" alt=""><br>
<br>De hecho, en esta última tenemos los dos casos. Un edificio que sobresale de su parcela (marrón) y dos parcelas (blancas) que se han separado.<br><br>Los hechos son los siguientes:<br><br>- Aunque en las imágenes son muy grandes, en realidad estamos hablando de cm.<br>
- La cantidad de nodos que eliminamos es una pasada. En este ejemplo pasamos de 35.581 a 21.952<br>- Topológicamente esto es una GRAN cagada [by Cruz].<br><br>La pregunta es, ¿es aceptable?<br><br>-- <br><div><font color="#666666">Ander Pijoan Lamas<br>
Research Assistant, Deustotech<br></font></div><div><font color="#666666">Computer Science Engineer<br></font></div><div><font color="#666666">University of Deusto<br><br></font></div><div><font color="#666666">E-mail: </font><a href="mailto:ander.pijoan@deusto.es" target="_blank"><font color="#666666">ander.pijoan@deusto.es</font></a></div>
<div><font color="#666666">Phone: +34 664471228<br>in: <a href="http://www.linkedin.com/profile/view?id=162888312" target="_blank">http://www.linkedin.com/profile/view?id=162888312</a><br></font></div>