On the Erdos-Szekeres n-interior point problem

Author:

Subramanya Bharadwaj B.V.,Govindarajan Sathish,Sharma Karmveer

Publisher

Elsevier BV

Subject

Applied Mathematics,Discrete Mathematics and Combinatorics

Reference9 articles.

1. Aichholzer, O., F. Aurenhammer, F. Hurtado, P. A. Ramos and J. Urrutia, Two-convex polygons, European Workshop on Computational Geometry (2009), pp. 447 – 451.

2. Avis, D., K. Hosono and M. Urabe, On the existence of a point subset with 4 or 5 interior points, in: J. Akiyama, M. Kano and M. Urabe, editors, Discrete and Computational Geometry, Lecture Notes in Computer Science 1763, 2000 pp. 57–64.

3. On the existence of a point subset with a specified number of interior points;Avis;Discrete Mathematics,2001

4. A combinatorial problem in geometry;Erdos;Compoistio Mathematica,1935

5. On erdos-szekeres-type problems;Koshelev;Electronic Notes in Discrete Mathematics,2009

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