Note Fall 2015. Usually taught every other fall.
Prerequisites Philosophy 310 (Intermediate Logic),
or graduate status,
or consent of instructor.

Elementary introduction to the theory of sets.

Naive Set Theory and Russell's Paradox.

Zermelo-Fraenkel Set Theory.

Sets, relations, functions.

Natural numbers, proof by induction.

Cardinal numbers, ordinal numbers, infinities.

Comparison with other theories of plurality.

Requirements 3-4 in-class exams, plus final exam.
Classroom Bartlett 203
Time Tu Th 10:00 - 11:15