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时间域的反褶积方法有一个共同的特点,即其准则均为求取某目标函数的极小(或极大)值。因此在这类反褶积计算方法中,都不同程度地运用了数学规划的理论与计算方法。可见,时间域反褶积问题与数学规划问题紧密相联。本文讨论了反褶积中常用的一些数学规划问题(包括解的性质与解法)。
The deconvolution method in the time domain has a common characteristic that its criterion is to find the minimum (or maximum) value of an objective function. Therefore, in this kind of deconvolution calculation method, the theory and calculation method of mathematical programming are all used to different degrees. Visible, the time domain deconvolution and mathematical programming are closely linked. This article discusses some commonly used mathematic programming problems in deconvolution (including the nature and solution of solutions).