Image processing in echography and MRI
Image processing in echography and MRI
This work deals with image processing for three medical imaging applications: speckle
detection in 3D ultrasound, left ventricle detection in cardiac magnetic resonance imaging
(MRI) and flow feature visualisation in velocity MRI.
For speckle detection, a learning from data approach was taken using pattern recognition
principles and low-level image features, including signal-to-noise ratio, co-occurrence
matrix, asymmetric second moment, homodyned k-distribution and a proposed specklet
detector. For left ventricle detection, template matching was used. Forvortex detection,
a data processing framework is presented that consists of three main steps: restoration,
abstraction and tracking. This thesis addresses the first two problems, implementing
restoration with a total variation first order Lagrangian method, and abstraction with
clustering and local linear expansion.
Carmo, Bernardo S.
b9eeb242-f24d-42d8-bbbb-87a4f2ba1418
April 2005
Carmo, Bernardo S.
b9eeb242-f24d-42d8-bbbb-87a4f2ba1418
Prugel-Bennett, Adam
b107a151-1751-4d8b-b8db-2c395ac4e14e
Carmo, Bernardo S.
(2005)
Image processing in echography and MRI.
University of Southampton, School of Electronics and Computer Science, Doctoral Thesis, 138pp.
Record type:
Thesis
(Doctoral)
Abstract
This work deals with image processing for three medical imaging applications: speckle
detection in 3D ultrasound, left ventricle detection in cardiac magnetic resonance imaging
(MRI) and flow feature visualisation in velocity MRI.
For speckle detection, a learning from data approach was taken using pattern recognition
principles and low-level image features, including signal-to-noise ratio, co-occurrence
matrix, asymmetric second moment, homodyned k-distribution and a proposed specklet
detector. For left ventricle detection, template matching was used. Forvortex detection,
a data processing framework is presented that consists of three main steps: restoration,
abstraction and tracking. This thesis addresses the first two problems, implementing
restoration with a total variation first order Lagrangian method, and abstraction with
clustering and local linear expansion.
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More information
Published date: April 2005
Organisations:
University of Southampton
Identifiers
Local EPrints ID: 194557
URI: http://eprints.soton.ac.uk/id/eprint/194557
PURE UUID: 9004bf80-0047-467d-92c7-6c6ed4ea6e5e
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Date deposited: 29 Jul 2011 15:51
Last modified: 14 Mar 2024 03:59
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Contributors
Author:
Bernardo S. Carmo
Thesis advisor:
Adam Prugel-Bennett
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