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2017 | Supplement | Buchkapitel

GSplit LBI: Taming the Procedural Bias in Neuroimaging for Disease Prediction

verfasst von : Xinwei Sun, Lingjing Hu, Yuan Yao, Yizhou Wang

Erschienen in: Medical Image Computing and Computer Assisted Intervention − MICCAI 2017

Verlag: Springer International Publishing

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Abstract

In voxel-based neuroimage analysis, lesion features have been the main focus in disease prediction due to their interpretability with respect to the related diseases. However, we observe that there exist another type of features introduced during the preprocessing steps and we call them “Procedural Bias”. Besides, such bias can be leveraged to improve classification accuracy. Nevertheless, most existing models suffer from either under-fit without considering procedural bias or poor interpretability without differentiating such bias from lesion ones. In this paper, a novel dual-task algorithm namely GSplit LBI is proposed to resolve this problem. By introducing an augmented variable enforced to be structural sparsity with a variable splitting term, the estimators for prediction and selecting lesion features can be optimized separately and mutually monitored by each other following an iterative scheme. Empirical experiments have been evaluated on the Alzheimer’s Disease Neuroimaging Initiative (ADNI) database. The advantage of proposed model is verified by improved stability of selected lesion features and better classification results.

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Fußnoten
1
Here \(D_G:\mathbb {R}^V \rightarrow \mathbb {R}^E\) denotes a graph difference operator on \(G=(V,E)\), where V is the node set of voxels, E is the edge set of voxel pairs in neighbour (e.g. 3-by-3-by-3), such that \(D_G(\beta )(i,j):=\beta (i)-\beta (j)\).
 
3
For logit model, \(\alpha < \nu / \kappa (1 + \nu \Lambda _{H}^2 + \nu \Lambda _{X}^2)\) since \(\Lambda _{X} > \Lambda _{H}\).
 
4
In this experiment, comparable prediction result will be given for \(\nu \in (0.1,10)\).
 
5
0 corresponds to logistic regression model.
 
6
In [12], \(mDC := \frac{10 | \cap _{k=1}^{10} S(k) | }{\sum _{k=1}^{10} | S(k) |}\) where S(k) denotes the support set of \(\beta _{les}\) in k-th fold.
 
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Metadaten
Titel
GSplit LBI: Taming the Procedural Bias in Neuroimaging for Disease Prediction
verfasst von
Xinwei Sun
Lingjing Hu
Yuan Yao
Yizhou Wang
Copyright-Jahr
2017
DOI
https://doi.org/10.1007/978-3-319-66179-7_13