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@@ -8,9 +8,9 @@ were taken from different view points.
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In the next step we find interest points in both images and find
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correspondencies based on a weighted sum of squared differences of a small
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neighbourhood around them. Note, that this measure is only robust towards linear
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radiometric and not geometric distortions and is thus only usable with slight
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view point changes.
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neighbourhood around them. Note, that this measure is only robust towards
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linear radiometric and not geometric distortions and is thus only usable with
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slight view point changes.
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After finding the correspondencies we end up having a set of source and
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destination coordinates which can be used to estimate the geometric
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@@ -134,6 +134,7 @@ for ax_idx, (m, color) in enumerate(((inliers, 'g'), (outliers, 'r'))):
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ax[ax_idx].plot((src[m, 1], dst[m, 1] + 200), (src[m, 0], dst[m, 0]), '-',
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color=color)
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ax[ax_idx].plot(src[m, 1], src[m, 0], '.', markersize=10, color=color)
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ax[ax_idx].plot(dst[m, 1] + 200, dst[m, 0], '.', markersize=10, color=color)
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ax[ax_idx].plot(dst[m, 1] + 200, dst[m, 0], '.', markersize=10,
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color=color)
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plt.show()
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