On Triple Lines and Cubic Curves: The Orchard Problem Revisited von Elekes, György, Szabó, Endre

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Incidences in Three Dimensions and Distinct Distances in the Plane von ELEKES, GYÖRGY, SHARIR, MICHA

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How to find groups? (and how to use them in Erdős geometry?) von Elekes, György, Szabó, Endre

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On the structure of sets with many k-term arithmetic progressions von Elekes, György

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On lines, joints, and incidences in three dimensions von Elekes, György, Kaplan, Haim, Sharir, Micha

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On the number of sums and products von Elekes, György

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The structure of sets with few sums along a graph von Elekes, György, Ruzsa, Imre Z.

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h-FOLD SUMS FROM A SET WITH FEW PRODUCTS von CROOT, Ernie, HART, Derrick, ELEKES, György

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A Combinatorial Distinction Between Unit Circles and Straight Lines: How Many Coincidences Can they Have? von ELEKES, GYÖRGY, SIMONOVITS, MIKLÓS, SZABÓ, ENDRE

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A Combinatorial Problem on Polynomials and Rational Functions von Elekes, György, Rónyai, Lajos

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On Linear Combinatorics III. Few Directions and Distorted Lattices von Elekes, György

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On the Dimension of Finite Point Sets II. "Das Budapester Programm" von Elekes, György

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On the Dimension of Finite Point Sets I. An Improved Incidence Bound for Proper 3D sets von Elekes, György

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On Linear Combinatorics II. Structure Theorems via Additive Number Theory von Elekes, György

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Convexity and Sumsets von Elekes, György, Nathanson, Melvyn B, Ruzsa, Imre Z

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On Triple Lines and Cubic Curves --- the Orchard Problem revisited von Elekes, György, Szabó, Endre

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On linear combinatorics I. Concurrency?An algebraic approach von Elekes, Gy rgy

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Structural Results For Planar Sets With Many Similar Subsets von brego, BernardoM, Elekes, Gy rgy, Fern ndez-Merchant, Silvia

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On the Dimension of Finite Point Sets I. An Improved Incidence Bound for Proper 3D sets von Elekes, György

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On the Dimension of Finite Point Sets II. "Das Budapester Programm" von Elekes, György

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