In the current work, linear and non-linear manifold learning techniques, specifically Principle Component Analysis (PCA) and Laplacian Eigenmaps, are studied in detail. Their applications in medical image and shape analysis are investigated. In the first contribution, a manifold learning-based multi-modal image registration technique is developed, which results in a unified intensity system through intensity transformation between the reference and sensed images. The transformation eliminates intensity variations in multi-modal medical scans and hence facilitates employing well-studied mono-modal registration techniques. The method can be used for registering multi-modal images with full and partial data. Next, a manifold learning-based sca...
The high dimensionality of modern data introduces significant challenges in descriptive and explorat...
The thesis concerns a manifold-learning view on performing dimensionality reduction for applications...
Multi-atlas segmentation has been widely used to segment various anatomical structures. The success ...
Manifold learning theory has seen a surge of interest in the modeling of large and extensive dataset...
Manifold learning techniques have been widely used to produce low-dimensional representations of pat...
ABSTRACT: The purpose of this study is introduction of new and efficient applications of manifold le...
Abstract: We review the ideas, algorithms, and numerical performance of manifold-based machine learn...
Computer aided diagnosis is often confronted with processing and analyzing high dimensional data. On...
This paper presents a generalized incremental Laplacian Eigenmaps (GENILE), a novel online version o...
MR diffusion tensor imaging (DTI) technique together with traditional T1 or T2 weighted MRI scans su...
In this thesis, we present image-based morphological analysis methods for diagnosis of diseases. Rec...
The need to reduce the dimensionality of a dataset whilst retaining its inherent manifold structure ...
Manifold learning is a popular recent approach to nonlinear dimensionality reduction. Algorithms for...
International audienceCharacterizing the variations in anatomy and tissue properties in large popula...
<div><p>Multi-atlas segmentation has been widely used to segment various anatomical structures. The ...
The high dimensionality of modern data introduces significant challenges in descriptive and explorat...
The thesis concerns a manifold-learning view on performing dimensionality reduction for applications...
Multi-atlas segmentation has been widely used to segment various anatomical structures. The success ...
Manifold learning theory has seen a surge of interest in the modeling of large and extensive dataset...
Manifold learning techniques have been widely used to produce low-dimensional representations of pat...
ABSTRACT: The purpose of this study is introduction of new and efficient applications of manifold le...
Abstract: We review the ideas, algorithms, and numerical performance of manifold-based machine learn...
Computer aided diagnosis is often confronted with processing and analyzing high dimensional data. On...
This paper presents a generalized incremental Laplacian Eigenmaps (GENILE), a novel online version o...
MR diffusion tensor imaging (DTI) technique together with traditional T1 or T2 weighted MRI scans su...
In this thesis, we present image-based morphological analysis methods for diagnosis of diseases. Rec...
The need to reduce the dimensionality of a dataset whilst retaining its inherent manifold structure ...
Manifold learning is a popular recent approach to nonlinear dimensionality reduction. Algorithms for...
International audienceCharacterizing the variations in anatomy and tissue properties in large popula...
<div><p>Multi-atlas segmentation has been widely used to segment various anatomical structures. The ...
The high dimensionality of modern data introduces significant challenges in descriptive and explorat...
The thesis concerns a manifold-learning view on performing dimensionality reduction for applications...
Multi-atlas segmentation has been widely used to segment various anatomical structures. The success ...