@inproceedings{8c82bab796d64fc5a878c32867da7505,

title = "N-dimensional data-dependent reconstruction using topological changes",

abstract = "We introduce a new concept for a geometrically based feature preserving reconstruction technique of n-dimensional scattered data. Our goal is to generate an n-dimensional triangulation, which preserves the high frequency regions via local topology changes. It is the generalization of a 2D reconstruction approach based on data-dependent triangulation and Lawson's optimization procedure. The definition of the mathematic optimum of the reconstruction is given. We discuss an original cost function and a generalization of known functions for the n-dimensional case.",

keywords = "SCATTERED DATA, INTERPOLATION, TRIANGULATION",

author = "Zsolt Toth and Ivan Viola and Andrej Ferko and Eduard Groeller",

year = "2007",

doi = "10.1007/978-3-540-70823-0_13",

language = "English",

isbn = "978-3-540-70822-3",

series = "Mathematics and Visualization",

publisher = "Springer-Verlag Berlin Heidelberg",

pages = "183--+",

editor = "H Hauser and H Hagen and H Theisel",

booktitle = "TOPOLOGY-BASED METHODS IN VISUALIZATION",

note = "Workshop on Topology-Based Methods in Visualization ; Conference date: 29-09-2005 Through 30-09-2005",

}