Set theory.

Measure-theoretic notions of prevalence

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Symmetric properties of sets and real functions

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Structure of nonstandard number systems

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Estimation of variance components in linear models

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Sperner's theorem and external properties of finite sets

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Applications of set addition to computational geometry and robot motion planning

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Arithmetic progressions in sparse sets

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Certain weakly minimal theories

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Trees, orders and forcing

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A technique for solving geometric optimization problems in 2 and 3 dimensions

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