Interactive Axial Deformations. - Francis Lazarus; Sabine Coquillart; Pierre Jancène (Modeling in Computer Graphics, 1993)

Axial deformations: an intuitive deformation technique. - Francis Lazarus; Sabine Coquillart; Pierre Jancène (Comput. Aided Des., 1994)

Courbes, cylindres et métamorphoses pour l'image de synthèse. (Curves, cylinders and metamorphoses for computer graphics). - Francis Lazarus (1995)

Smooth interpolation between two polylines in space. - Francis Lazarus (Comput. Aided Des., 1997)

Metamorphosis of Cylinder-like Objects. - Francis Lazarus; Anne Verroust (Comput. Animat. Virtual Worlds, 1997)

Progressive Forest Split Compression. - Gabriel Taubin; André Guéziec; William Horn 001; Francis Lazarus (SIGGRAPH, 1998)

Converting sets of polygons to manifold surfaces by cutting and stitching. - André Guéziec; Gabriel Taubin; Francis Lazarus; William Horn 001 (IEEE Visualization, 1998)

Simplicial Maps for Progressive Transmission of Polygonal Surfaces. - André Guéziec; Gabriel Taubin; Francis Lazarus; William Horn 001 (VRML, 1998)

Geometry coding and VRML. - Gabriel Taubin; William P. Horn; Francis Lazarus; Jarek Rossignac (Proc. IEEE, 1998)

Three-dimensional metamorphosis: a survey. - Francis Lazarus; Anne Verroust (Vis. Comput., 1998)

Level set diagrams of polyhedral objects. - Francis Lazarus; Anne Verroust (Symposium on Solid Modeling and Applications, 1999)

A Framework for Streaming Geometry in VRML. - André Guéziec; Gabriel Taubin; Bill Horn 001; Francis Lazarus (IEEE Computer Graphics and Applications, 1999)

Extracting skeletal curves from 3D scattered data. - Anne Verroust; Francis Lazarus (Vis. Comput., 2000)

Computing a canonical polygonal schema of an orientable triangulated surface. - Francis Lazarus; Michel Pocchiola; Gert Vegter; Anne Verroust (SCG, 2001)

Cutting and Stitching: Converting Sets of Polygons to Manifold Surfaces. - André Guéziec; Gabriel Taubin; Francis Lazarus; Bill Horn 001 (IEEE Trans. Vis. Comput. Graph., 2001)

Optimal System of Loops on an Orientable Surface. - Éric Colin de Verdière; Francis Lazarus (Discret. Comput. Geom., 2005)

Harmonic skeleton for realistic character animation. - Grégoire Aujay; Franck Hétroy; Francis Lazarus; Christine Depraz (Symposium on Computer Animation, 2007)

Optimal pants decompositions and shortest homotopic cycles on an orientable surface. - Éric Colin de Verdière; Francis Lazarus (J. ACM, 2007)

Walking your dog in the woods in polynomial time. - Erin W. Chambers; Éric Colin de Verdière; Jeff Erickson 001; Sylvain Lazard; Francis Lazarus; Shripad Thite (SCG, 2008)

Splitting (complicated) surfaces is hard. - Erin W. Chambers; Éric Colin de Verdière; Jeff Erickson 001; Francis Lazarus; Kim Whittlesey (Comput. Geom., 2008)

Output-sensitive algorithm for the edge-width of an embedded graph. - Sergio Cabello; Éric Colin de Verdière; Francis Lazarus (SCG, 2010)

Homotopic Fréchet distance between curves or, walking your dog in the woods in polynomial time. - Erin W. Chambers; Éric Colin de Verdière; Jeff Erickson 001; Sylvain Lazard; Francis Lazarus; Shripad Thite (Comput. Geom., 2010)

Finding Cycles with Topological Properties in Embedded Graphs. - Sergio Cabello; Éric Colin de Verdière; Francis Lazarus (SIAM J. Discret. Math., 2011)

On the Homotopy Test on Surfaces. - Francis Lazarus; Julien Rivaud (FOCS, 2012)

Algorithms for the edge-width of an embedded graph. - Sergio Cabello; Éric Colin de Verdière; Francis Lazarus (Comput. Geom., 2012)

Some Triangulated Surfaces without Balanced Splitting. - Vincent Despré; Francis Lazarus (Graphs Comb., 2016)

Finding shortest non-trivial cycles in directed graphs on surfaces. - Sergio Cabello; Éric Colin de Verdière; Francis Lazarus (J. Comput. Geom., 2016)

An Explicit Isometric Reduction of the Unit Sphere into an Arbitrarily Small Ball. - Evangelis Bartzos; Vincent Borrelli; Roland Denis; Francis Lazarus; Damien Rohmer; Boris Thibert (Found. Comput. Math., 2018)

Computing the Geometric Intersection Number of Curves. - Vincent Despré; Francis Lazarus (J. ACM, 2019)

Algorithms for Length Spectra of Combinatorial Tori. - Vincent Delecroix; Matthijs Ebbens; Francis Lazarus; Ivan Yakovlev (SoCG, 2023)

A linear bound for the Colin de Verdiére parameter μ for graphs embedded on surfaces. - Camille Lanuel; Francis Lazarus; Rudi Pendavingh (CoRR, 2023)

Algorithms for Contractibility of Compressed Curves on 3-Manifold Boundaries. - Erin Wolf Chambers; Francis Lazarus; Arnaud de Mesmay; Salman Parsa (Discret. Comput. Geom., 2023)

A Linear Bound for the Colin de Verdière Parameter ( boldsymbol{ mu } ) for Graphs Embedded on Surfaces. - Camille Lanuel; Francis Lazarus; Rudi Pendavingh (SIAM J. Discret. Math., 2024)

A Universal Triangulation for Flat Tori. - Francis Lazarus; Florent Tallerie (Discret. Comput. Geom., 2024)

Computing the second and third systoles of a combinatorial surface. - Matthijs Ebbens; Francis Lazarus (SODA, 2025)