I am a mathematician working at the Weizmann Institute of Science.


Field of Research: 

Analysis, Convex Geometry, High-dimensional effects (i.e., when the dimension tends to infinity).


An imprecise meta-mathematical principle:

Certain high-dimensional objects – such as a convex body, a probability density, a polynomial in many variables, or a coloring of a large graph – necessarily contain a regular sub-structure, with many approximate symmetries. Convexity, or non-negative curvature, seem to strengthen the effect.


My best work, joint with A. Klartag

קישור לספר "מבוא למתמטיקה" מאת אברהם הלוי פרנקל


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