T�th, Csaba D. - Department of Mathematics and Statistics, University of Calgary

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T�th, Csaba D. - Department of Mathematics and Statistics, University of Calgary

Math 221, Fall 2007 Practice Midterm Exam Instruction. Try to solve all 5 problems within 75 minutes. When you are done with all 5
XIV Spanish Meeting on Computational Geometry, 2730 June 2011 Simultaneously flippable edges in triangulations
Augmenting the edge connectivity of planar straight line graphs to three
The union of colorful simplices spanned by a colored point set Andre Schulz
Math 221, Fall 2007 Solutions to the Practice Midterm Exam 1. Find all solutions to the following system of linear equations.
Convex Subdivisions with Low Stabbing Numbers Csaba D. Toth
A Tight Bound For Point Guards in Piece-Wise Convex Art Javier Cano
Disjoint Compatible Geometric Matchings Mashhood Ishaque Diane L. Souvaine Csaba D. Toth
Graphs that admit polyline drawings with few crossing angles Eyal Ackerman
Graphs that Admit Right Angle Crossing Drawings
Convex Partitions with 2-Edge Connected Dual Graphs Marwan Al-Jubeh
Shooting Permanent Rays among Disjoint Polygons in the Plane Mashhood Ishaque Bettina Speckmann Csaba D. Toth
Connectivity augmentation in planar straight line graphs Csaba D. Toth
Cuttings for Disks and Axis-Aligned Rectangles in Three-Space Eynat Rafalin
Constrained Tri-Connected Planar Straight Line Graphs Mashhood Ishaque
Vertex-Colored Encompassing Graphs Michael Hoffmann
Binary Plane Partitions for Disjoint Line Segments Csaba D. Toth
Even Orientations with Forbidden Pairs and Demands Sarah Cannon
Syllabus for Math 221, Section 03 Linear Algebra for Scientists and Engineers
Plane geometric graph augmentation: a generic perspective Ferran Hurtado
The Szemeredi-Trotter Theorem in the Complex Plane Csaba D. Toth
Graphs that admit polyline drawings with few crossing angles Eyal Ackerman
The union of colorful simplices spanned by a colored point set Andre Schulz