Literature DB >> 19520635

Noise estimation in magnitude MR datasets.

Ranjan Maitra1, David Faden.   

Abstract

Estimating the noise parameter in magnitude magnetic resonance (MR) images is important in a wide range of applications. We propose an automatic noise estimation method that does not rely on a substantial proportion of voxels being from the background. Specifically, we model the magnitude of the observed signal as a mixture of Rice distributions with common noise parameter. The expectation-maximization (EM) algorithm is used to estimate all parameters, including the common noise parameter. The algorithm needs initializing values for which we provide some strategies that work well. The number of components in the mixture model also needs to be estimated en route to noise estimation and we provide a novel approach to doing so. Our methodology performs very well on a range of simulation experiments and physical phantom data. Finally, the methodology is demonstrated on four clinical datasets.

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Year:  2009        PMID: 19520635     DOI: 10.1109/TMI.2009.2024415

Source DB:  PubMed          Journal:  IEEE Trans Med Imaging        ISSN: 0278-0062            Impact factor:   10.048


  4 in total

1.  On the Expectation-Maximization Algorithm for Rice-Rayleigh Mixtures With Application to Noise Parameter Estimation in Magnitude MR Datasets.

Authors:  Ranjan Maitra
Journal:  Sankhya B (2008)       Date:  2013-01-22

2.  Ricean over Gaussian modelling in magnitude fMRI Analysis-Added Complexity with Negligible Practical Benefits.

Authors:  Daniel W Adrian; Ranjan Maitra; Daniel B Rowe
Journal:  Stat       Date:  2013-12-08

3.  Synthetic magnetic resonance imaging revisited.

Authors:  Ranjan Maitra; John J Riddles
Journal:  IEEE Trans Med Imaging       Date:  2010-03       Impact factor: 10.048

Review 4.  Review of Machine Learning in Lung Ultrasound in COVID-19 Pandemic.

Authors:  Jing Wang; Xiaofeng Yang; Boran Zhou; James J Sohn; Jun Zhou; Jesse T Jacob; Kristin A Higgins; Jeffrey D Bradley; Tian Liu
Journal:  J Imaging       Date:  2022-03-05
  4 in total

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