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MPI-INF D4 Publications :: Thesis :: Kozlov, Yeara


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Thesis - Master's thesis | @MastersThesis | Masterarbeit


Author
Author(s)*:Kozlov, Yeara
BibTeX citekey*:Kozlov2014
Language:English

Title, School
Title*:Analysis of Energy Regularization for Harmonic Surface Deformation
School:Universität des Saarlandes
Type of Thesis*:Master's thesis
Month:April
Year:2014


Note, Abstract, Copyright
LaTeX Abstract:Recently it has been shown that regularization can be beneficial for a variety of geometry processing methods on discretized domains.

Linear energy regularization, proposed by Martinez Esturo et al. [MRT14], creates a global, linear regularization term which is strongly coupled with the deformation energy. It can be computed interactively, with little impact on runtime.

This work analyzes the effects of linear energy regularization on harmonic surface deformation, proposed by Zayer et al. [ZRKS05]. Harmonic surface deformation is a variational technique for gradient domain surface manipulation.

This work demonstrate that linear energy regularization can overcome some of the inherent limitations associated with this technique, can effectively reduce common artifacts associated with this method, eliminating the need for costly non-linear regularization, and expanding the modeling capabilities for
harmonic surface deformation.

Keywords:geometry processing, linear regularization, surface deformation
Download Access Level:Internal

Referees, Status, Dates
1. Referee:Tino Weinkauf
2. Referee:Janick Martinez Esturo
Supervisor:Janick Martinez Esturo
Status:Completed
Date Kolloquium:4 July 2014

Correlation
MPG Unit:Max-Planck-Institut für Informatik
MPG Subunit:Computer Graphics Group
MPG Subsubunit:Feature-Based Data Analysis
Audience:experts only
Appearance:MPII WWW Server, MPII FTP Server, MPG publications list, university publications list, working group publication list, Fachbeirat, VG Wort


BibTeX Entry:
@MASTERSTHESIS{Kozlov2014,
AUTHOR = {Kozlov, Yeara},
TITLE = {Analysis of Energy Regularization for Harmonic Surface Deformation},
SCHOOL = {Universit{\"a}t des Saarlandes},
YEAR = {2014},
TYPE = {Master's thesis}
MONTH = {April},
}



Entry last modified by Yeara Kozlov, 08/13/2014
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07/18/2014 12:15:25 PM
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Editor
Yeara Kozlov
Yeara Kozlov


Edit Date
07/18/2014 12:16:39 PM
07/18/2014 12:15:31 PM