On Equiangularity of Delaunay Diagrams in Every Dimension. - Dominique Schmitt; Jean-Claude Spehner (CCCG, 1993)

An increasing-circle sweep-algorithm to construct the delaunay diagram in the plane. - Bruno Adam; Pierre Kauffmann; Dominique Schmitt; Jean-Claude Spehner (CCCG, 1997)

A shrinking-circle sweep-algorithm to construct the farthest site delaunay diagram in the plane. - Bruno Adam; Pierre Kauffmann; Dominique Schmitt; Jean-Claude Spehner (CCCG, 1998)

Order-k Voronoi Diagrams, k-Sections, and k-Sets. - Dominique Schmitt; Jean-Claude Spehner (JCDCG, 1998)

Angular Properties of Delaunay Diagrams in Any Dimension. - Dominique Schmitt; Jean-Claude Spehner (Discret. Comput. Geom., 1999)

k-set polytopes and order-k Delaunay diagrams. - Dominique Schmitt; Jean-Claude Spehner (ISVD, 2006)

k-Sets of Convex Inclusion Chains of Planar Point Sets. - Wael El Oraiby; Dominique Schmitt (MFCS, 2006)

Triangulations of Line Segment Sets in the Plane. - Mathieu Brévilliers; Nicolas Chevallier; Dominique Schmitt (FSTTCS, 2007)

Two-dimensional line space Voronoi Diagram. - Stéphane Rivière; Dominique Schmitt (ISVD, 2007)

Divide and Conquer Method for k -Set Polygons. - Wael El Oraiby; Dominique Schmitt (KyotoCGGT, 2007)

Flip Algorithm for Segment Triangulations. - Mathieu Brévilliers; Nicolas Chevallier; Dominique Schmitt (MFCS, 2008)

Centroid Triangulations from k-Sets. - Wael El Oraiby; Dominique Schmitt; Jean-Claude Spehner (Int. J. Comput. Geom. Appl., 2011)

On Voronoi Diagram in the Line Space and their Generalizations. - Dominique Schmitt; Kira Vyatkina (ISVD, 2012)

Araucaria Trees: Construction and Grafting Theorems. - Dominique Schmitt; Jean-Claude Spehner (Fundam. Informaticae, 2013)

On Voronoi Diagrams in the Planar Line Space and Their Generalizations. - Dominique Schmitt; Kira Vyatkina (Trans. Comput. Sci., 2013)

Bivariate B-Splines from Convex Pseudo-circle Configurations. - Dominique Schmitt (FCT, 2019)

Computing Low-Cost Convex Partitions for Planar Point Sets Based on a Memetic Approach (CG Challenge). - Laurent Moalic; Dominique Schmitt; Julien Lepagnot; Julien Kritter (SoCG, 2020)

Separation by Convex Pseudo-Circles. - Nicolas Chevallier; Augustin Fruchard; Dominique Schmitt; Jean-Claude Spehner (Discret. Comput. Geom., 2021)

Bivariate B-splines from convex configurations. - Dominique Schmitt (J. Comput. Syst. Sci., 2021)

Optimal Area Polygonization by Triangulation and Visibility Search. - Julien Lepagnot; Laurent Moalic; Dominique Schmitt (ACM J. Exp. Algorithmics, 2022)