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Uncertainty Quantification of the Effects of Segmentation Variability in ECGI

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Publisher Springer
Date 2022 Apr 22
PMID 35449797
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Abstract

Despite advances in many of the techniques used in Electrocardiographic Imaging (ECGI), uncertainty remains insufficiently quantified for many aspects of the pipeline. The effect of geometric uncertainty, particularly due to segmentation variability, may be the least explored to date. We use statistical shape modeling and uncertainty quantification (UQ) to compute the effect of segmentation variability on ECGI solutions. The shape model was made with Shapeworks from nine segmentations of the same patient and incorporated into an ECGI pipeline. We computed uncertainty of the pericardial potentials and local activation times (LATs) using polynomial chaos expansion (PCE) implemented in UncertainSCI. Uncertainty in pericardial potentials from segmentation variation mirrored areas of high variability in the shape model, near the base of the heart and the right ventricular outflow tract, and that ECGI was less sensitive to uncertainty in the posterior region of the heart. Subsequently LAT calculations could vary dramatically due to segmentation variability, with a standard deviation as high as 126ms, yet mainly in regions with low conduction velocity. Our shape modeling and UQ pipeline presented possible uncertainty in ECGI due to segmentation variability and can be used by researchers to reduce said uncertainty or mitigate its effects. The demonstrated use of statistical shape modeling and UQ can also be extended to other types of modeling pipelines.

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References
1.
Geneser S, Kirby R, Xiu D, Sachse F . Stochastic Markovian modeling of electrophysiology of ion channels: reconstruction of standard deviations in macroscopic currents. J Theor Biol. 2007; 245(4):627-37. DOI: 10.1016/j.jtbi.2006.10.016. View

2.
Rupp L, Liu Z, Bergquist J, Rampersad S, White D, Tate J . Using UncertainSCI to Quantify Uncertainty in Cardiac Simulations. Comput Cardiol (2010). 2023; 47. PMC: 9956381. DOI: 10.22489/cinc.2020.275. View

3.
Ghimire S, Dhamala J, Coll-Font J, Tate J, Guillem M, Brooks D . Overcoming Barriers to Quantification and Comparison of Electrocardiographic Imaging Methods: A Community-Based Approach. Comput Cardiol (2010). 2018; 44. PMC: 6007992. DOI: 10.22489/CinC.2017.370-289. View

4.
Barr R, Ramsey 3rd M, SPACH M . Relating epicardial to body surface potential distributions by means of transfer coefficients based on geometry measurements. IEEE Trans Biomed Eng. 1977; 24(1):1-11. DOI: 10.1109/TBME.1977.326201. View

5.
Gander L, Krause R, Multerer M, Pezzuto S . Space-time shape uncertainties in the forward and inverse problem of electrocardiography. Int J Numer Method Biomed Eng. 2021; 37(10):e3522. PMC: 9285968. DOI: 10.1002/cnm.3522. View