Rate-Distortion Optimal Skeleton-Based Shape Coding Haohong Wang, Aggelos K. Katsaggelos, and Thrasyvoulos N. Pappas Image Processing, 2001. Proceedings.

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Presentation transcript:

Rate-Distortion Optimal Skeleton-Based Shape Coding Haohong Wang, Aggelos K. Katsaggelos, and Thrasyvoulos N. Pappas Image Processing, Proceedings International Conference on, Oct 2001

Outline Introduction Skeleton-Based Shape Representation Lossy Coding of Shape Data Experimental Results Conclusions

Introduction Shape coding –Block-based –Contour-based Chain Code Baseline Vertex-based (polygon/B-spline approximation) The binary shape of an object is defined by

Skeleton-Based Shape Representation The basic idea : –To represent an object by one or more 2D curves (skeletons with associated distance data) Skeletons –The center of the object in the horizontal direction Distance data –The associated distance from the boundary

Skeleton-Based Shape Representation

More flexibility –Different transform and compression methods for each data set, according to their characteristics. The skeletons can be used for the estimation of the object motion in the Inter-mode

Coding of Shape Data Different characteristics –The object has near axial symmetry => the skeleton will be smooth –The two boundaries are nearly parallel => the distance function will be smooth The experimental results verify that the decoupling provides a compression advantage.

Coding of Shape Data

Polygonal approximation

Lossy Coding of Shape Data To solve the problem :

Lossy Coding of Shape Data Distortion function –The sum of the absolute value of the errors

Lossy Coding of Shape Data Lossless skeleton and lossy distance data coding

Lossy Coding of Shape Data Lossy coding of both skeleton and distance data To minimize

Lossy Coding of Shape Data

Experimental Results polygon spline

Conclusions By decoupling the shape object data into the skeleton and distance data, the scheme reduces their correlation. The approach together with polygonal approximation of the skeleton and the distance data results in a significant improvement in rate-distortion efficiency.

Conclusions Which is the suitable algorithm for compressing the skeleton and the distance data? The skeleton and distance data can be predicted from the previous frame.