Set Theory: The branch of mathematical logic that studies collections of objects, known as sets. Cardinal Function: A function that assigns a measure of size or cardinality to sets, particularly ...

Geometric Function Theory: ... A parameter in potential theory defining the capacity of a set configuration, typically involving conductors or regions with prescribed potential boundaries.

By introducing the equations of motion, a set of relations is obtained from which the distribution functions may be determined. It is shown that Boltzmann's equation in the kinetic theory of gases ...

For proofs in constructive set theory CZF⁻, ... 'A Characterization of ∑₁-definable Functions of KPω+ (uniform AC)' Archive for Mathematical Logic 37, pp. 199-214. Diller, J. 1979, 'Functional ...

Set theory has applications in the real world, from bars to train schedules. ... One area that has surprisingly far-reaching applications is the theory of sets.