Triangulations and their application in surface reconstruction

A. Netchaev

Triangulations and their application in surface reconstruction

A. Netchaev

Research output: Thesis › PhD Thesis - Research UT, graduation UT

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Abstract

In this thesis we deal with triangulations and try to solve the problem of constructing a triangulation of a scattered data set in R3. This an important technique in surface reconstruction and widely used in many applications, such as computer graphics and vision, mesh generation, terrain modelling, tomography, reverse engineering, pattern recognition, computational geometry, surface reconstruction, cartography, geology, stereology, architecture, medical imaging and many other fields.

Original language	English
Qualification	Doctor of Philosophy
Awarding Institution	University of Twente
Supervisors/Advisors	Traas, C.R., Supervisor Alboul, L., Advisor van Damme, Rudolf Martinus Josephus, Advisor
Thesis sponsors	NWO Toegepaste en Technische Wetenschappen (TTW)
Award date	24 Sept 2004
Place of Publication	Enschede, Netherlands
Publisher	Ipskamp Printing
Print ISBNs	90-365-2080-0
Publication status	Published - 24 Sept 2004

Keywords

EWI-12218
METIS-220239
IR-41567

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thesis_NetchaevFinal published version, 1.26 MB
thesis_NetchaevFinal published version, 1.26 MB

http://purl.org/utwente/41567

Cite this

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title = "Triangulations and their application in surface reconstruction",

abstract = "In this thesis we deal with triangulations and try to solve the problem of constructing a triangulation of a scattered data set in R3. This an important technique in surface reconstruction and widely used in many applications, such as computer graphics and vision, mesh generation, terrain modelling, tomography, reverse engineering, pattern recognition, computational geometry, surface reconstruction, cartography, geology, stereology, architecture, medical imaging and many other fields.",

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N2 - In this thesis we deal with triangulations and try to solve the problem of constructing a triangulation of a scattered data set in R3. This an important technique in surface reconstruction and widely used in many applications, such as computer graphics and vision, mesh generation, terrain modelling, tomography, reverse engineering, pattern recognition, computational geometry, surface reconstruction, cartography, geology, stereology, architecture, medical imaging and many other fields.

AB - In this thesis we deal with triangulations and try to solve the problem of constructing a triangulation of a scattered data set in R3. This an important technique in surface reconstruction and widely used in many applications, such as computer graphics and vision, mesh generation, terrain modelling, tomography, reverse engineering, pattern recognition, computational geometry, surface reconstruction, cartography, geology, stereology, architecture, medical imaging and many other fields.

KW - EWI-12218

KW - METIS-220239

KW - IR-41567

M3 - PhD Thesis - Research UT, graduation UT

SN - 90-365-2080-0

PB - Ipskamp Printing

CY - Enschede, Netherlands

ER -

Triangulations and their application in surface reconstruction

Abstract

Keywords

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