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Image matching of Gaussian blurred image based on SIFT algorithm

机译:基于SIFT算法的高斯模糊图像的图像匹配

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摘要

By analyzing the algorithm of Scale Invariant Feature Transition (SIFT), in the process of the experiments, we found, the original image will become serious fuzzy after Gaussian smoothing. At this time, if we do matching directly using the algorithm of SIFT, the matching results will produce many wrong matching points, the number of the feature points successfully matched will be reduced. We found the main reason is that the image is serious blurred by the Gaussian smoothing. In the process of smoothing, the edge points and the pixels whose gray value changed largely are also smoothed, then leading to the number of feature points reduced. Through the analysis of the experiment, we found, if we use the Laplace operator to process the blurred image before matching. This can enhance the characteristics of edge. Then, using SIFT to match image. This method is better than using SIFT directly. The number of feature points is increased significantly. So, this method can improve the probability of a success matching.
机译:通过对尺度不变特征转移算法(SIFT)进行分析,在实验过程中,发现高斯平滑后原始图像将变得严重模糊。此时,如果直接使用SIFT算法进行匹配,则匹配结果会产生许多错误的匹配点,从而减少了成功匹配的特征点的数量。我们发现主要原因是图像被高斯平滑严重模糊。在平滑过程中,边缘点和灰度值变化较大的像素也被平滑,从而导致特征点数量减少。通过对实验的分析,我们发现,如果我们在匹配之前使用Laplace运算符来处理模糊图像。这可以增强边缘的特性。然后,使用SIFT匹配图像。此方法比直接使用SIFT更好。特征点的数量大大增加。因此,该方法可以提高成功匹配的可能性。

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