Set theory provides the fundamental language and axiomatic basis for virtually all modern mathematics. At its core lies the Zermelo–Fraenkel system (ZF), often augmented by the Axiom of Choice (AC) to ...

Set theory underpins modern mathematical logic by providing a unified language for defining fundamental mathematical objects and analysing their properties. At its core lies the Zermelo–Fraenkel ...

To introduce the students to the general theory of sets, as a foundational and as an axiomatic theory. The aim is to make the course of general interest to students who are not planning to specialize ...