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Log-ratio measurements-based accurate non-iterative algorithm in diffuse optical tomography for sparsely localized optical parameter variations
Kihwan Kim
Department of Robotics and Mechatronics Engineering
Theses
Master
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Title
Log-ratio measurements-based accurate non-iterative algorithm in diffuse optical tomography for sparsely localized optical parameter variations
Alternative Title
희소 영역 광학 계수 변화량을 이용한 Log-ratio 측정값 기반의 산란 광 단층촬영 비 반복 복원 알고리즘
DGIST Authors
Kihwan Kim
;
Okkyun Lee
;
Kijoon Lee
Advisor
이옥균
Co-Advisor(s)
Kijoon Lee
Issued Date
2021
Awarded Date
2021/02
Citation
Kihwan Kim. (2021). Log-ratio measurements-based accurate non-iterative algorithm in diffuse optical tomography for sparsely localized optical parameter variations. doi: 10.22677/thesis.200000362068
Type
Thesis
Subject
Diffuse optical tomography, Compressed sensing, Rytov approximation, 산란 광 단층촬영, 압축 센싱, Rytov 근사법
Table Of Contents
I. Introduction 1
II. Methods 3
1. Problem Formulation 3
2. Proposed Method 4
2.1 Joint sparse recovery problem 4
2.2 1st step: Sparse signal recovery 6
2.3 2nd step: Estimation of unknown fluence 7
2.4 3rd step: Estimation of optical parameters variations 7
III. Results 9
1. Simulation Setting 9
2. Reconstruct Results 11
2.1 Reconstruction of 𝛿𝜇𝑎 only (𝛿𝜇𝑠′ =0) 11
2.2 Reconstruction of both 𝛿𝜇𝑎 and 𝛿𝐷 (𝛿𝜇𝑠′ =0 𝑜𝑟 1) 11
VI. Conclusion 13
URI
http://dgist.dcollection.net/common/orgView/200000362068
http://hdl.handle.net/20.500.11750/16654
DOI
10.22677/thesis.200000362068
Degree
Master
Department
Robotics Engineering
Publisher
DGIST
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