A novel approach to MRI Brain Tumor delineation with Independent Components & Finite Generalized Gaussian Mixture Models
نویسندگان
چکیده
Automated segmentation of tumors from a multispectral data set like that of the Magnetic Resonance Images (MRI) is challenging. Independent Component Analysis (ICA) and its variations for Blind Source Separation (BSS) have been employed in previous studies but have met with cumbersome obstacles due to its inherent limitations. Here we have approached the multispectral data set initially with feature extraction followed by a kernel shape based unsupervised classification method, Finite Generalized Gaussian Mixture Model (FGGM) ICA-FGGM model, for an improved classification of brain tissues in MRI. First, ICA is applied to MRI brain data from 3 source image sets T1, T2 and PD/ FLAIR images to get optimally feature extracted three independent components. FGGM model can then incorporate various distributions from peaked ones to flat ones; thereby overriding the disadvantages of conventional approaches trying to represent data using a single probability density function. ExpectationMaximization algorithm is used to estimate the model parameters. Experiments were carried out initially on synthetic image sets to validate the algorithm and then on normal and abnormal clinical multispectral MRI brain images. Comparative studies using quantitative and qualitative analysis against conventional approaches confirm the effectiveness and superiority of the proposed method.
منابع مشابه
A Novel Fuzzy-C Means Image Segmentation Model for MRI Brain Tumor Diagnosis
Accurate segmentation of brain tumor plays a key role in the diagnosis of brain tumor. Preset and precise diagnosis of Magnetic Resonance Imaging (MRI) brain tumor is enormously significant for medical analysis. During the last years many methods have been proposed. In this research, a novel fuzzy approach has been proposed to classify a given MRI brain image as normal or cancer label and the i...
متن کاملDifferentiation of Edematous, Tumoral and Normal Areas of Brain Using Diffusion Tensor and Neurite Orientation Dispersion and Density Imaging
Background: Presurigical planning for glioma tumor resection and radiotherapy treatment require proper delineation of tumoral and peritumoral areas of brain. Diffusion tensor imaging (DTI) is the most common mathematical model applied for diffusion weighted MRI data. Neurite orientation dispersion and density imaging (NODDI) is another mathematical model for DWI data modeling.Objective: We stud...
متن کاملThe Negative Binomial Distribution Efficiency in Finite Mixture of Semi-parametric Generalized Linear Models
Introduction Selection the appropriate statistical model for the response variable is one of the most important problem in the finite mixture of generalized linear models. One of the distributions which it has a problem in a finite mixture of semi-parametric generalized statistical models, is the Poisson distribution. In this paper, to overcome over dispersion and computational burden, finite ...
متن کاملDetection of Glioblastoma Multiforme Tumor in Magnetic Resonance Spectroscopy Based on Support Vector Machine
Introduction: The brain tumor is an abnormal growth of tissue in the brain, which is one of the most important challenges in neurology. Brain tumors have different types. Some brain tumors are benign and some brain tumors are cancerous and malignant. Glioblastoma Multiforme (GBM) is the most common and deadliest malignant brain tumor in adults. The average survival rate for peo...
متن کاملFrom Mixtures to Mixing
Mixture models such as Gaussian mixture models and mixing models such as Independent components analysis are used in situations where a number of hidden components are responsible for generating observed data. There is a fundamental difference between these two types of models. In mixture models, it is assumed that a data point comes from one of the components, and which component is unknown. I...
متن کامل