This paper highlights the importance of modeling the geometry of linear features in order to generalize them and addresses research issues that relate to this problem. Three on-going research projects and the results obtained so far are presented. The research projects focus on, respectively, a piece-wise algebraic representation and associated transformation, a frequential representation and its use, and a hierarchical segmentation and characterization of linear features. These three complementary approaches aim to allow new generalization tools to be devised and the choice of tools for a given feature to be automated. These tools are simplification and smoothing tools, the prominent characteristic of which consists in respecting local and global shapes, and exaggeration and caricaturization tools.
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Plazanet et al. (1995) studied this question.
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