Shortening on Boundary of Components in Image with Viewpoints from Energy Method
Date Issued
2016
Date
2016
Author(s)
Yen, Ping-Chin
Abstract
Energy method is an applicable tool in finding critical points or functions by minimizing a respective functional. In this thesis we will introduce some models in perspectives of PDE analysis and functional analysis to minimize the boundaries of images and consider in case that boundaries are 0-level set for their respective component. Uniqueness of such functionals will also be introduced together with above. Eventually, analytical parts will be included in models to see some properties inside such models which work on imaging sciences.
Subjects
Imaging Sciences
Energy Functional
Energy Method
Type
thesis
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ntu-105-R02246009-1.pdf
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