23rd  Annual  Video  and  Mul0media   Review  of  Computa0onal  Geometry   PC  report   Program  Commi=ee:   Video  and  Mul0media  

Source URL: computational-geometry.org

mal vectors,” Proc. Symposium on Computational Geometry, Baltimore, June, ppMi64a] Miles, R. E., “Random polygons determined by random lines in a plane - I,” Proceedings of the National Academy o

Source URL: cgm.cs.mcgill.ca

Proposal for SWAT’06 Vilnius, Lithuania

Source URL: computational-geometry.org

Relative Convex Hulls in Semi-Dynamic Subdivisions Mashhood Ishaque1? and Csaba D. T´oth2?? 1 Dept. of Comp. Sci., Tufts University, Medford, MA,

Source URL: www.eecs.tufts.edu

• Convex analysis
• Geometry
• Mathematical analysis
• Convex hull algorithms
• Computer science
• Computational geometry
• Convex hull
• Geodesic
• Dynamic convex hull
• Convex set
• Point location
• Convex function

Pedestrian flow characterization based on spatiotemporal Voronoi tessellations Marija Nikolic´ Michel Bierlaire Transport and Mobility Laboratory, EPFL

Source URL: www.strc.ch

• Mathematics
• Geometry
• Mathematical analysis
• Diagrams
• Discrete geometry
• Road traffic management
• Computational geometry
• Voronoi diagram
• Mathematical physics
• Traffic flow
• Discretization
• Closed and exact differential forms

SOCG  2016:  Proposed  co-­‐loca6on  with  STOC   ‣  Loca6on:  Boston  area  (likely  Back  Bay)   ‣  Organizing  commiFee  to  work  out  details  of  

Source URL: computational-geometry.org

Some UT Graduate Student REU Quotes “I did a computational algebraic geometry REU at Rice. I thought it was a lot of work, very frustrating, and maybe even a little bit demoralizing. But I learned a bunch of math and

Source URL: www.ma.utexas.edu

1 SoCG 2011 Paris, France June 13-15

Source URL: computational-geometry.org

Multimedia committee ‣ Wolfgang Mulzer (chair) ‣ Esther Ezra ‣ Matthias Henze ‣ Matias Korman ‣ Maarten Löffler

Source URL: computational-geometry.org

Colorings, monodromy, and impossible triangulations Ivan Izmestiev FU Berlin Computational geometry in non-euclidean spaces

Source URL: neg15.loria.fr