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Anders N. Christensen

2 accepted papers

2021

Faster Multi-Object Segmentation Using Parallel Quadratic Pseudo-Boolean Optimization

ICCV 2021poster

We introduce a parallel version of the Quadratic Pseudo-Boolean Optimization (QPBO) algorithm for solving binary optimization tasks, such as image segmentation. The original QPBO implementation by Kolmogorov and Rother relies on the Boykov-Kolmogorov (BK) maxflow/mincut algorithm and performs well f…

Cited by 3PDFScholar
2020

Sparse Layered Graphs for Multi-Object Segmentation

CVPR 2020poster

We introduce the novel concept of a Sparse Layered Graph (SLG) for s-t graph cut segmentation of image data. The concept is based on the widely used Ishikawa layered technique for multi-object segmentation, which allows explicit object interactions, such as containment and exclusion with margins. Ho…

Cited by 11PDFcodeScholar