Ms. Tünde Szilágyi Profile

Tünde Szilágyi

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Proceedings Article | 20 March 2015 Paper

Phase congruency map driven brain tumour segmentation

Tünde Szilágyi, Michael Brady, Ervin Berényi

Proceedings Volume 9413, 94133O (2015) https://doi.org/10.1117/12.2082630

KEYWORDS: Brain, Tissues, Image segmentation, Magnetic resonance imaging, Databases, Brain mapping, Computer aided diagnosis and therapy, Scanners, Denoising, Medicine

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Computer Aided Diagnostic (CAD) systems are already of proven value in healthcare, especially for surgical planning, nevertheless much remains to be done. Gliomas are the most common brain tumours (70%) in adults, with a survival time of just 2-3 months if detected at WHO grades III or higher. Such tumours are extremely variable, necessitating multi-modal Magnetic Resonance Images (MRI). The use of Gadolinium-based contrast agents is only relevant at later stages of the disease where it highlights the enhancing rim of the tumour. Currently, there is no single accepted method that can be used as a reference. There are three main challenges with such images: to decide whether there is tumour present and is so localize it; to construct a mask that separates healthy and diseased tissue; and to differentiate between the tumour core and the surrounding oedema. This paper presents two contributions. First, we develop tumour seed selection based on multiscale multi-modal texture feature vectors. Second, we develop a method based on a local phase congruency based feature map to drive level-set segmentation. The segmentations achieved with our method are more accurate than previously presented methods, particularly for challenging low grade tumours.

Proceedings Article | 4 September 2009 Paper

Reliable structural information from multiscale decomposition with the Mellor-Brady filter

Tünde Szilágyi, Michael Brady

Proceedings Volume 7446, 744619 (2009) https://doi.org/10.1117/12.827092

KEYWORDS: Medical imaging, Interference (communication), Denoising, Surgery, Electronic filtering, Tissues, Image filtering, Wavelet transforms, Wavelets, Mathematical modeling

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Image-based medical diagnosis typically relies on the (poorly reproducible) subjective classification of textures in order to differentiate between diseased and healthy pathology. Clinicians claim that significant benefits would arise from quantitative measures to inform clinical decision making. The first step in generating such measures is to extract local image descriptors - from noise corrupted and often spatially and temporally coarse resolution medical signals - that are invariant to illumination, translation, scale and rotation of the features. The Dual-Tree Complex Wavelet Transform (DT-CWT) provides a wavelet multiresolution analysis (WMRA) tool e.g. in 2D with good properties, but has limited rotational selectivity. Also, it requires computationally-intensive steering due to the inherently 1D operations performed. The monogenic signal, which is defined in n >= 2D with the Riesz transform gives excellent orientation information without the need for steering. Recent work has suggested the Monogenic Riesz-Laplace wavelet transform as a possible tool for integrating these two concepts into a coherent mathematical framework. We have found that the proposed construction suffers from a lack of rotational invariance and is not optimal for retrieving local image descriptors. In this paper we show: 1. Local frequency and local phase from the monogenic signal are not equivalent, especially in the phase congruency model of a "feature", and so they are not interchangeable for medical image applications. 2. The accuracy of local phase computation may be improved by estimating the denoising parameters while maximizing a new measure of "featureness".

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