Comparing Images

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Abstract

When we compare two images, we are faced with the following basic question: when are two images the same or similar, and how can this similarity be measured? Of course one could trivially define two images I 1, I 2 as being identical when all pixel values are the same (i. e., the difference I 1–I 2 is zero). Although this kind of definition may be useful in specific applications, such as for detecting changes in successive images under constant lighting and camera conditions, simple pixel differencing is usually too inflexible to be of much practical use. Noise, quantization errors, small changes in lighting, and minute shifts or rotations can all create large numerical pixel differences for pairs of images that would still be perceived as perfectly identical by a human viewer. Obviously, human perception incorporates a much wider concept of similarity and uses cues such as structure and content to recognize similarity between images, even when a direct comparison between individual pixels would not indicate any match. The problem of comparing images at a structural or semantic level is a difficult problem and an interesting research field, for example in the context of image-based searches on the Internet or database retrieval. This chapter deals with the much simpler problem of comparing images at the pixel level; in particular, localizing a given subimage—often called a “template”—within some larger image. This task is frequently required, for example, to find matching patches in stereo images, to localize a particular pattern in a scene, or to track a certain pattern through an image sequence. The principal idea behind “template matching” is simple: move the given pattern (template) over the search image, measure the difference against the corresponding subimage at each position, and record those positions where the highest similarity is obtained. But this is not as simple as it may initially sound.

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APA

Comparing Images. (2008) (pp. 429–449). https://doi.org/10.1007/978-1-84628-968-2_17

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