Optimal Packing of General Ellipses in a Circle

Author:

Kampas Frank J.,Pintér János D.,Castillo Ignacio

Publisher

Springer International Publishing

Reference39 articles.

1. Szabó, P.G., Csendes, T., Casado, L.G., García, I.: Equal circles packing in a square I – problem setting and bounds for optimal solutions. In: Giannessi, F., Pardalos, P.M., Rapcsák, T. (eds.) Optimization Theory: Recent Developments from Mátraháza. Kluwer, Dordrecht (2001)

2. Szabó, P.G., Markót, M.C., Csendes, T.: Global optimization in geometry – circle packing into the square. In: Audet, P., Hansen, P., Savard, G. (eds.) Essays and Surveys in Global Optimization. Kluwer, Dordrecht (2005)

3. Szabó, P.G., Markót, M.C., Csendes, T., Specht, E., Casado, L.G., García, I.: New Approaches to Circle Packing in a Square with Program Codes. Springer, New York (2007)

4. Markót, M.C.: Optimal packing of 28 equal circles in a unit square – the first reliable solution. Numerical Algorithms. 37, 253–261 (2005)

5. Riskin, M.D., Bessette, K.C., Castillo, I.: A logarithmic barrier approach to solving the dashboard planning problem. INFOR 41, 245–257 (2003)

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1. Packing convex polygons in minimum-perimeter convex hulls;Journal of Global Optimization;2022-09-25

2. Optimized ellipse packings in regular polygons;Optimization Letters;2019-04-06

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