Brain and Behavior Study of Autism from Infancy through School Age
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1.Multi-modal Perceptual Adversarial Learning for Longitudinal Prediction of Infant MR Images
- 关键词:
- Neuroimaging;Magnetic resonance imaging;Generative adversarial networks;Adversarial learning;Adversarial networks;Brain development;Generative methods;Image intensities;Longitudinal study;Prediction process;Quantitative assessments
- Peng, Liying;Lin, Lanfen;Lin, Yusen;Zhang, Yue;Vlasova, Roza M.;Prieto, Juan;Chen, Yen-wei;Gerig, Guido;Styner, Martin
- 《1st International Workshop on Advances in Simplifying Medical UltraSound, ASMUS 2020, and the 5th International Workshop on Perinatal, Preterm and Paediatric Image Analysis, PIPPI 2020, held in conjunction with the 23rd International Conference on Medical Image Computing and Computer-Assisted Intervention, MICCAI 2020》
- 2020年
- October 4, 2020 - October 8, 2020
- Lima, Peru
- 会议
Longitudinal magnetic resonance imaging (MRI) is essential in neuroimaging studies of early brain development. However, incomplete data is an inevitable problem in longitudinal studies because of participant attrition and scan failure. Data imputation is a possible way to address such missing data. Here, we propose a novel 3D multi-modal perceptual adversarial network (MPGAN) to predict a missing MR image from an existing longitudinal image of the same subject. To the best of our knowledge, this is the first application of deep generative methods for longitudinal image prediction of structural MRI in the first year of life, where brain volume and image intensities are changing dramatically. In order to produce sharper and more realistic images, we incorporate the perceptual loss into the adversarial training process. To leverage complementary information contained in the multi-modality data, MPGAN predicts T1w and T2w images jointly in the prediction process. We evaluated MPGAN versus six alternative approaches based on visual as well as quantitative assessment. The results indicate that our MPGAN predicts missing MR images in an accurate and visually realistic fashion, and shows better performance than the alternative methods. © 2020, Springer Nature Switzerland AG.
...2.Hierarchical Geodesic Modeling on the Diffusion Orientation Distribution Function for Longitudinal DW-MRI Analysis
- 关键词:
- Geometry;Magnetic resonance imaging;Neuroimaging;Medical computing;Population statistics;Distribution functions;Probability density function;Geodesy;Fractional Anisotropy;High angular resolution diffusion imaging;Longitudinal diffusions;Nonlinear characteristics;Orientation distribution function;Population variation;Spatio-temporal models;Statistical analysis methods
- Kim, Heejong;Hong, Sungmin;Styner, Martin;Piven, Joseph;Botteron, Kelly;Gerig, Guido
- 《23rd International Conference on Medical Image Computing and Computer-Assisted Intervention, MICCAI 2020》
- 2020年
- October 4, 2020 - October 8, 2020
- Lima, Peru
- 会议
The analysis of anatomy that undergoes rapid changes, such as neuroimaging of the early developing brain, greatly benefits from spatio-temporal statistical analysis methods to represent population variations but also subject-wise characteristics over time. Methods for spatio-temporal modeling and for analysis of longitudinal shape and image data have been presented before, but, to our knowledge, not for diffusion weighted MR images (DW-MRI) fitted with higher-order diffusion models. To bridge the gap between rapidly evolving DW-MRI methods in longitudinal studies and the existing frameworks, which are often limited to the analysis of derived measures like fractional anisotropy (FA), we propose a new framework to estimate a population trajectory of longitudinal diffusion orientation distribution functions (dODFs) along with subject-specific changes by using hierarchical geodesic modeling. The dODF is an angular profile of the diffusion probability density function derived from high angular resolution diffusion imaging (HARDI) and we consider the dODF with the square-root representation to lie on the unit sphere in a Hilbert space, which is a well-known Riemannian manifold, to respect the nonlinear characteristics of dODFs. The proposed method is validated on synthetic longitudinal dODF data and tested on a longitudinal set of 60 HARDI images from 25 healthy infants to characterize dODF changes associated with early brain development. © 2020, Springer Nature Switzerland AG.
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