
From the Publisher:
The
inverse problem of
electrocardiography is an important issue in the diagnosis of cardiac
electrical conduction defects and other cardiac related health issues.
An accurate solution to this problem provides an important addition to
methods of pinpointing regions of tissue damage following acute
myocardial infarction or establishing the sites of ectopic beats.
However, before such technology can be placed in the hands of
clinicians, considerable developmental work must be performed in the
areas of applied mathematics, computation, physics and engineering.
This book provides a unique survey of
recent advances in these areas and highlights ongoing research and
problems to be overcome before such accurate solutions can be
obtained. It is primarily intended for researchers and graduate
students in biomedical engineering, and for clinicians who wish to
apply these techniques in their work.
Table of Contents:
Chapter 1. The
Spatial Covariance Used in Computing the Pericardial Potential
Distribution
Chapter 2.
Adaptive Finite Element and Local Regularization Methods for the
Inverse ECG Problem
Chapter 3. On
the Feasibility of Solving Electrocardiographic Inverse Problems Using
Laplacian ECG
Chapter 4. The
L-Curve and its Use in the Numerical Treatment of Inverse Problems
Chapter 5.
Myocardial Activation Imaging
Chapter 6. A
Comparison of Methods for Regularization Parameter Determination in
the Inverse Problem of Electrocardiography
Chapter 7.
Validation Approaches for Electrocardiographic Inverse Problems
Chapter 8.
Clinical Application of the Inverse Problem
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