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Improved Image Quilting Jeremy Long David Mould. Introduction   Goal: improve “ minimum error boundary cut ”

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Presentation on theme: "Improved Image Quilting Jeremy Long David Mould. Introduction   Goal: improve “ minimum error boundary cut ”"— Presentation transcript:

1 Improved Image Quilting Jeremy Long David Mould

2 Introduction   Goal: improve “ minimum error boundary cut ”

3 Figure 1: Image Quilting (left) and Improved Image Quilting (right).

4 Method   The non-scalar distance metric   The partial non-scalar distance metric

5 The conventional cumulative distance metric (left) and the partial non-scalar metric (right) using the same set of 28 endpoints in the same weighted graph.

6 Visualizations of a graph using the cumulative distance metric (left) and the partial non-scalar distance metric (right).

7 The partial non-scalar distance metric Algorithm partialNonscalarCompare(Path p1, Path p2): path { if (p1.maxEdgeCost == p2.maxEdgeCost) { return the path with the lower total distance; } else { return the path with the lower maximum edge cost; }

8   Uncut patch (left) and the same patch after the minimum error boundary cut generated with the conventional distance metric (center) and the non-scalar distance metric (right).

9 Result Per pixel error profile along the minimum error boundary cut (left) and the partial non-scalar boundary cut (right).

10   Input texture (left), image quilting (center) and improved image quilting (right). Both outputs were generated with a patch size of 32 x 32

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