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Set Theory & Analysis

On logics that make a bridge from the Discrete to the Continuous

Mirna Dzamonja
IHPST, CNRS & Université Panthéon-Sorbonne, Paris


Tuesday, 15. September 2020 - 10:00 to 11:30
We study logics which model the passage between an infinite sequence of finite models to an uncountable limiting 
object, such as is the case in the context of graphons. Of particular interest is the connection between
the countable and the uncountable object that one obtains as the union versus the combinatorial limit
of the same sequence.

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