An interactive method for curve extraction

Ge Guo, Luoqi Liu, Zhebin Zhang, Yizhou Wang, Wen Gao

Abstract: We introduce a curve process framework to solve the challenging problem of curve extraction from “non-traceable” curve groups. We propose a comprehensive curve model, which consists of the geometric, photometric and topological sub-models. Two typical categories of the non-traceable curve groups are considered. First, for the interlaced curves with complex structures, we show how to use the proposed curve model especially the topological sub-model to extract curves from the group. Second, for the non-interlaced but over-dense or faint curves we leverage the curve group pattern priors in addition, and extract the whole pattern in a global optimization. Applications and experiments demonstrate the competence of our models and methods.