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Binary image decomposition for intensity invariant nonlinear correlations

机译:强度不变非线性相关性的二值图像分解

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Two methods for intensity invariant pattern recongition based on the summation of correlations between multiple binarized orthogonal gray scale images are proposed. the sliced orthogonal nonlinear generalized correlation uses the internal gray scale informations of objects. If the level of illumination of an object changes, the internal gray scale information of the object itself is preserved, although it is shifteed. The first method is based on the normalization of segmented targets, and the second deals with the whole input image without segmentation and without normalization. Computer experiments show that correlation peaks of equal intentsity are obtained for true objects with different unequal illuminations, and that the methods are very good at rejecting false targets in the presence of correlated disjoint noise. Because the second method is based on multiple linear correlations, it can be implemented optically with a joint transform correlator.
机译:提出了两种基于多个二值化正交灰度图像之间相关性求和的强度不变模式识别方法。切片正交非线性广义相关使用对象的内部灰度信息。如果物体的照明水平发生变化,尽管物体本身发生了移位,但它本身的内部灰度信息仍会保留。第一种方法基于分割目标的归一化,第二种方法处理整个输入图像而没有分割和归一化。计算机实验表明,对于具有不同不等照度的真实物体,可以获得相同意图的相关峰,并且该方法非常擅长在存在相关的不相交噪声的情况下拒绝错误目标。由于第二种方法基于多个线性相关性,因此可以使用联合变换相关器以光学方式实现。

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