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2D-Discontinuity Detection form Scattered Data

机译:二维不连续检测形式的分散数据

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We describe a numerical approach for the detection of discontinuities of a two dimensional function distorted by noise. This problem arises in many applications as computer vision, geology, signal processing. The method we propose is base don the two-dimensional continuous wavelet transform and follows partially the ideas developed in [2], [6] and [8]. It is well-known that the wavelet transform modulus maxima locate the discontinuity points and the sharp variation potions as well. Here we propose a statistical test which, for a suitable scale value, allows us to decide if a wavelet Transform modulus maximum corresponds to a function value discontinuity. Then we provide an Algorithm to detect the discontinuity curves from scattered and noisy data.
机译:我们描述了一种数值方法,用于检测被噪声扭曲的二维函数的不连续性。在计算机视觉,地质学,信号处理等许多应用中都会出现此问题。我们提出的方法是基于二维连续小波变换的,部分遵循了[2],[6]和[8]中提出的思想。众所周知,小波变换模量最大值位于不连续点和尖锐变化部分上。在这里,我们提出了一种统计测试,对于适当的比例值,该统计测试允许我们确定小波变换模量最大值是否对应于函数值不连续性。然后,我们提供了一种算法,用于从分散和嘈杂的数据中检测不连续曲线。

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