Thesis supervisor: Márton Naszódi
Location of studies (in Hungarian): Loránd Eötvös University, Faculty of Sciences, Dept. of Geometry Abbreviation of location of studies: ELTE
Description of the research topic:
Several questions in convex and discrete geometry may be phrased as approximation problems. A few examples are approximation of a convex body by a polytope with few vertices, quantitative Helly-type problems, finding the shortest non-zero vector in a normed space. Familiarity with these problems, or knowledge of heavy geometric, analytical or combinatorial machinery are not a prerequisite, a keen interest in them is.
Required language skills: English Further requirements: Knowledge of master's level analysis and combinatorics is helpful, but the most important prerequisite is a genuine interest in doing research in mathematics.
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