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The Use of Genetic Algorithms for Optimizing the Regularized Solutions of the Ill-Posed Problems

机译:使用遗传算法优化不适定问题的正则解

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Numerical solution of ill-posed problems is often accomplished by regularization method, such as Tikhonove method, Truncated Singular-value Decomposition (TSVD). Due to large noises condition, those conventional regularization methods cannot provide available solutions for ill-posed problem. Considering that Genetic Algorithms (GA) is a stochastic optimization technique which may be useful for optimizing the regularized solutions. Computing the epicardial potentials from the body surface potentials constitutes one form of the ill-posed inverse problems of electrocardiography (ECG), which is considered as an example to illustrate the performance of GA when applied to optimize the regularized solutions. The result suggests that the GA may be a good scheme for optimizing the regularized solutions in solving the inverse ECG problem.
机译:不适定问题的数值解法通常通过正则化方法来完成,例如Tikhonove方法,截断奇异值分解(TSVD)。由于噪声条件大,那些常规的正则化方法无法为不适定问题提供可用的解决方案。考虑到遗传算法(GA)是一种随机优化技术,可能对优化正则化解很有用。从体表电位计算心外膜电位构成心电图不适定逆问题(ECG)的一种形式,这被认为是举例说明GA应用于优化正则化解的性能。结果表明,遗传算法可能是一种优化正则化解的好方案,可以解决反心电图问题。

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