Thesis Details

Využití spektrální analýzy pro převod trojúhelníkových polygonálních 3D sítí na 3D spline plochy

Master's Thesis Student: Šenk Miroslav Academic Year: 2006/2007 Supervisor: Kršek Přemysl, doc. Ing., Ph.D.
English title
Using Spectral Analysis for 3D Triangles Polygonal Mesh Conversion on 3D Spline Surfaces
Language
Czech
Abstract

In this work we deal with conversion of 3D triagonal polygonal meshes to the 3D spline patches using spectral analysis. The converted mesh is divided into quadrilaterals using eigenvectors of Laplacian operator. These quadrilaterals will be converted into spline patches. We will present some interesting results of this method. The assets and imperfections of this method will be briefly discussed.

Keywords

spline, eigenvectors Laplacian, Morse-Smale complex

Department
Department of Computer Graphics and Multimedia FIT BUT
Degree Programme
Electrical Engineering and Computer Science, Field of Study Computer Science and Engineering
Files
Status
defended, grade D
Date
23 February 2007
Reviewer
Španěl Michal, Ing., Ph.D.
Citation
ŠENK, Miroslav. Využití spektrální analýzy pro převod trojúhelníkových polygonálních 3D sítí na 3D spline plochy. Brno, 2007. Master's Thesis. Brno University of Technology, Faculty of Information Technology. 2007-02-23. Supervised by Kršek Přemysl. Available from: https://www.fit.vut.cz/study/thesis/5597/
BibTeX 
@mastersthesis{FITMT5597,
    author = "Miroslav \v{S}enk",
    type = "Master's thesis",
    title = "Vyu\v{z}it\'{i} spektr\'{a}ln\'{i} anal\'{y}zy pro p\v{r}evod troj\'{u}heln\'{i}kov\'{y}ch polygon\'{a}ln\'{i}ch 3D s\'{i}t\'{i} na 3D spline plochy",
    school = "Brno University of Technology, Faculty of Information Technology",
    year = 2007,
    location = "Brno, CZ",
    language = "czech",
    url = "https://www.fit.vut.cz/study/thesis/5597/"
}

Theses

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