Title of article
Inflection points and singularities on C-curves Original Research Article
Author/Authors
Qinmin Yang، نويسنده , , Guozhao Wang، نويسنده ,
Issue Information
روزنامه با شماره پیاپی سال 2004
Pages
7
From page
207
To page
213
Abstract
We show that all so-called C-curves are affine images of trochoids or sine curves and use this relation to investigate the occurrence of inflection points, cusps, and loops. The results are summarized in a shape diagram of C-Bézier curves, which is useful when using C-Bézier curves for curve and surface modeling.
Keywords
Trochoid , C-curve , C-Bézier curve , Affine invariant , Inflection point , Singularity
Journal title
Computer Aided Geometric Design
Serial Year
2004
Journal title
Computer Aided Geometric Design
Record number
1139147
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