Derivation Of Novel Quantitative Characteristics From Geophysical Fields Via Mathematical Morphology

Derivation Of Novel Quantitative Characteristics From Geophysical Fields Via Mathematical Morphology

The aim of this thesis is to develop frameworks to describe certain characteristics from certain geophysically relevant surfaces. The methods employed in this study include morphological transformations,logical operations,half-plane closings,geodesic morphology,threshold decomposition and morphologi...

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Main Author: Lim , Sin Liang
Format: Thesis
Published: 2010
Subjects:
QC Physics
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id my-mmu-ep.3691
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spelling my-mmu-ep.36912012-12-17T02:53:26Z Derivation Of Novel Quantitative Characteristics From Geophysical Fields Via Mathematical Morphology 2010-09 Lim , Sin Liang QC Physics The aim of this thesis is to develop frameworks to describe certain characteristics from certain geophysically relevant surfaces. The methods employed in this study include morphological transformations,logical operations,half-plane closings,geodesic morphology,threshold decomposition and morphological interpolation. 2010-09 Thesis http://shdl.mmu.edu.my/3691/ http://vlib.mmu.edu.my/diglib/login/dlusr/login.php masters Multimedia University Faculty of Engineering and Technology
institution Multimedia University
collection MMU Institutional Repository
topic QC Physics
spellingShingle QC Physics
Lim , Sin Liang
Derivation Of Novel Quantitative Characteristics From Geophysical Fields Via Mathematical Morphology
description The aim of this thesis is to develop frameworks to describe certain characteristics from certain geophysically relevant surfaces. The methods employed in this study include morphological transformations,logical operations,half-plane closings,geodesic morphology,threshold decomposition and morphological interpolation.
format Thesis
qualification_level Master's degree
author Lim , Sin Liang
author_facet Lim , Sin Liang
author_sort Lim , Sin Liang
title Derivation Of Novel Quantitative Characteristics From Geophysical Fields Via Mathematical Morphology
title_short Derivation Of Novel Quantitative Characteristics From Geophysical Fields Via Mathematical Morphology
title_full Derivation Of Novel Quantitative Characteristics From Geophysical Fields Via Mathematical Morphology
title_fullStr Derivation Of Novel Quantitative Characteristics From Geophysical Fields Via Mathematical Morphology
title_full_unstemmed Derivation Of Novel Quantitative Characteristics From Geophysical Fields Via Mathematical Morphology
title_sort derivation of novel quantitative characteristics from geophysical fields via mathematical morphology
granting_institution Multimedia University
granting_department Faculty of Engineering and Technology
publishDate 2010
_version_ 1747829543274545152

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