Abstract
Recent endocardial mapping systems reconstruct an instantaneous
image of the endocardial electrical activity
performing the inverse problem of electrocardiography
(IPE), which consists of estimating the endocardial surface
potentials from intracavitary probe potentials. Even
though the IPE has been long studied, it still being paid attention
due to its ill-posed nature, and many different regularization
techniques have been explored in this setting. In
this study we analyzed Support Vector machines (SVM) as
an alternative regularization technique regarding their robustness
against ill-posed problems. We propose here two
new SVM algorithms, specifically adapted to the ill-posing
issues of the IPE, and develop the equations for endocardial
mapping of transmembrane currents. We show, both
in simple simulations and in a previously developed cellular
automata, that the ill-posing robustness of the SVM
is higher when compared to regularized approaches during
the depolarization phase. In conclusion, the properties
of the developed SVM algorithms stand for an appropriate
framework for addressing the IPE
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