Dan Ismailescu - researchr alias

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Viewing Publication 1 - 19 from 19

2023

On the smallest area (n-1)-gon containing a convex n-gonDavid E. Hong, Dan Ismailescu, Alex Kwak, Grace Y. Park. pmh, 87(2):394-403, December 2023. [doi]

2020

The Chromatic Number of the Plane is At Least 5: A New ProofGeoffrey Exoo, Dan Ismailescu. dcg, 64(1):216-226, 2020. [doi]

2019

On Second-Order Linear Sequences of Composite NumbersDan Ismailescu, Adrienne Ko, Celine Lee, Jae-Yong Park. jintseq, 22(7), 2019. [doi]

2014

4Geoffrey Exoo, Dan Ismailescu, Michael Lim. dcg, 52(2):416-423, 2014. [doi]

A New Kind of Fibonacci-Like Sequence of Composite NumbersDan Ismailescu, Jaesung Son. jintseq, 17(8), 2014. [doi]

On Numbers That Cannot be Expressed as a Plus-Minus Weighted Sum of a Fibonacci Number and a PrimeDan Ismailescu, Peter C. Shim. int, 14, 2014. [doi]

Improved upper bounds for the Steiner ratioDan Ismailescu, Joseph Park. disopt, 11:22-30, 2014. [doi]

Packing and Covering with Centrally Symmetric Convex DisksDan Ismailescu, Brian Kim. dcg, 51(2):495-508, 2014. [doi]

2009

Circumscribed Polygons of Small AreaDan Ismailescu. dcg, 41(4):583-589, 2009. [doi]

2008

Illuminating a convex polygon with vertex lightsDan Ismailescu. pmh, 57(2):177-184, 2008. [doi]

2007

On simultaneous planar graph embeddingsPeter Braß, Eowyn Cenek, Christian A. Duncan, Alon Efrat, Cesim Erten, Dan Ismailescu, Stephen G. Kobourov, Anna Lubiw, Joseph S. B. Mitchell. comgeo, 36(2):117-130, 2007. [doi]

2006

On Sequences of Nested TrianglesDan Ismailescu, Jacqueline Jacobs. pmh, 53(1-2):169-184, 2006. [doi]

2004

A dense planar point set from iterated line intersectionsDan Ismailescu, Rados Radoicic. comgeo, 27(3):257-267, 2004. [doi]

2003

On Simultaneous Planar Graph EmbeddingsPeter Braß, Eowyn Cenek, Christian A. Duncan, Alon Efrat, Cesim Erten, Dan Ismailescu, Stephen G. Kobourov, Anna Lubiw, Joseph S. B. Mitchell. wads 2003: 243-255 [doi]

Slicing the PieDan Ismailescu. dcg, 30(2):263-276, 2003. [doi]

2002

Minimizer graphs for a class of extremal problemsDan Ismailescu, Dan Stefanica. jgt, 39(4):230-240, 2002. [doi]

Restricted Point Configurations with Many Collinear {k}-TupletsDan Ismailescu. dcg, 28(4):571-575, 2002. [doi]

2001

Inequalities between Lattice Packing and Covering Densities of Centrally Symmetric Plane Convex BodiesDan Ismailescu. dcg, 25(3):365-388, 2001. [doi]

1998

Covering the Plane with Copies of a Convex DiskDan Ismailescu. dcg, 20(2):251-263, 1998. [doi]

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