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Data collection, data retention and analysis are
becoming more and more important every day because of the fact
that technology is involved almost all our life. The processing and
analysis of the data can become more difficult with increasing
In three-dimensional surface modeling, due to the increase in
sensitivity and data size depending on the surface state and extent
of the surface, collecting and processing the data may become
difficult. As a solution to this situation, we can see that
Computational Geometry is used extensively. Computational
Geometry derives intermediate interpolations by taking the start
and end data as references instead of keeping each data separately.
In this way, it is possible to model by determining intermediate
values based on the mentioned reference points.
There are various methods in Computational Geometry such as
intersection detection, point position and triangulation. According
to the needs, a solution way can be produced by various geometric
computations. In our study, "Delaunay Triangulation" which is
the most used type of triangulation methods will be examined.
International Conference on Advanced Technologies, Computer Engineering and Science
Mustafa Aksin Emrullah Demiral Ismail Rakıp Karas