Bifurcating Neuromorphic Optical Pattern Recognition in Photorefractive Crystals

Hua-Kuang Liu
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Abstract

Pattern recognition methodology is extremely important for robotics vision applications especially in the present era of automation. Perhaps one of the most well-known and important class of techniques of pattern recognition is the Vander Lugt matched filter correlator1 and its related methods2-3. In the optical implementations of the matched filter correlator, the technique involves the storage of the Fourier transform, via a thin lens, of the amplitude and phase of an image in a recording medium and later addressing the stored information by the Fourier transform of a new input. When the inverse Fourier transform of the multiplication of the two Fourier transforms are taken, cross-correlation between the new input and the stored is obtained. The cross—correlation intensity is a measure of the similarity between the two images. In the digital implementations, the Fourier transform operation is accomplished sequentially by electronics instead of the parallel transformation of a thin lens. Although the matched filter method is effective in recognizing an input image with the advantage of shift invariant, the question of whether the process emulates biological vision process is difficult if not impossible to answer.
光折变晶体中的分岔神经形态光学模式识别
模式识别方法对于机器人视觉应用非常重要,尤其是在当今自动化时代。也许最著名和最重要的一类模式识别技术是范德尔-卢格特匹配滤波器相关器及其相关方法。在匹配滤波器相关器的光学实现中,该技术涉及通过薄透镜存储记录介质中图像的振幅和相位的傅里叶变换,然后通过新输入的傅里叶变换对存储的信息进行寻址。当对这两个傅里叶变换的乘积进行傅里叶反变换时,就得到了新的输入和存储的信号之间的相互关系。相互关联强度是对两幅图像相似性的度量。在数字实现中,傅里叶变换操作是由电子学顺序完成的,而不是薄透镜的并行变换。尽管匹配滤波方法在识别输入图像方面具有移位不变性的优点,但该过程是否模拟生物视觉过程的问题很难回答。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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