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http://www.eurogiga-compose.eu/publications.php
For our workshops we maintain a list of open problems. The following list contains publications within this CRP. M Abellanas, M. Claverol, G. Hernández, F. Hurtado, V. Sacristán, M. Saumell, and R. I. Silveira. Improving shortest paths in the Delaunay triangulation. International Journal of Computational Geometry and Applications. M Abellanas, J. Díaz-Báñez, P. Pérez-Lantero, and I. Ventura. Locating a communication path in a competitive scenario. 6 (2012), 559-576. 1 (2013), 29-39. O Aichholzer, F. ...
EuroGIGA - ComPoSe
http://www.eurogiga-compose.eu/projects.php
The Collaborative Research Project Combinatorics of Point Sets and Arrangements of Objects (ComPoSe). Consists of the following individual projects. IP01 Erdős-Szekeres type problems for colored point sets and compatible graphs. IP02 Coloring Arrangements of Geometric Objects. IP03 Arrangements and Higher Dimensions. IP04 Point sets and graphs: geometric bridges. IP05 Structural Properties of Arrangements of Convex Bodies. IP06 Geometric and topological graphs, and Erdős-type problems.
EuroGIGA - ComPoSe
http://www.eurogiga-compose.eu/members.php
IP01 — Erdős-Szekeres type problems for colored point sets and compatible graphs. TU Graz, Austria. Michał Lasoń. Under grant I 648-N18. IP02 — Coloring Arrangements of Geometric Objects. Université Libre de Bruxelles (ULB), Belgium. IP03 — Arrangements and Higher Dimensions. Technische Universität Berlin, Germany. Pavle V. M. Blagojević. IP04 — Point sets and graphs: geometric bridges. Fernando Alfredo Hurtado Díaz a.k.a. Ferran Hurtado. Universitat Politècnica de Catalunya (UPC), Spain.
EuroGIGA - ComPoSe
http://www.eurogiga-compose.eu/posezo.php
PoSeZo - The Point Set Zoo. This zoo of point sets contains sets of points in the Euclidean plane of finite size, which are of interest in Discrete, Combinatorial and Computational geometry. It contains singletons (example: largest set without empty convex 5-hole) and families (example: Horton set of suitable cardinalities) of point sets. Set of 6 points admitting a non-regular triangulation. Maximal bicolored set of points (8) without monochromatic 3-holes (empty triangles). PoSeZo - Families (in progre...
EuroGIGA - ComPoSe
http://www.eurogiga-compose.eu/events.php
Graz University of Technology, Austria. ComPoSe-Meeting "Workshop on combinatorics of colored point sets". University of Seville, Spain. ComPoSe-Meeting "Workshop on crossing-free geometric graphs". ETH Zürich, Switzerland. ComPoSe-Meeting "Workshop on geometric graphs and order types". Graz University of Technology, Austria. 2011 May, 23. Kickoff meeting "Workshop on the Erdős-Szekeres theorem: extensions and variations". At CIEM (International Centre for Mathematical meetings). Castro Urdiales, Spain.
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About — Gregas
http://www.gregas.eu/front-page
Geometric representations and symmetries of graphs, maps and other discrete structures and applications in science. Collaborative research project GReGAS consists of 8 projects lead by principal investigators and 8 projects lead by associate partners. Several events are organized in which members of GReGAS project are involved and provide contributions. Important results of the project will be scientific publications and software. Recent news and events. Mon February 24, 2014. Mon January 20, 2014. Geome...
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EuroGIGA - ComPoSe
ComPoSe — Combinatorics of Point Sets and Arrangements of Objects. ComPoSe is a multinational Collaborative Research Project (CRP) within the EUROCORES. EUROpean COllaborative RESearch) program EuroGIGA. Graphs in Geometry and Algorithms) of the European Science Foundation. ESF) Within EuroGIGA there are four CRPs:. Combinatorics of point sets and arrangements of objects. Graph drawings and representations. Spacial decompositions and graphs. Order types (rank 3 oriented matroids). 8453; Oswin Aichholzer.
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