**Notes on Set Theory**

by Michael Makkai

**Publisher**: McGill University 2000**Number of pages**: 440

**Description**:

Contents: Sets and classes; The universe of pure sets; Further principles of set-construction; Natural numbers and ordinals; Well-founded Relations and recursion; Indexing by ordinals and the axiom of choice; Well-orderings; Zorn's lema; Cardinal numbers; Cardinal arithmetic; Regular cardinals; Models of the axioms of set theory; Inaccessible cardinals; The Boole/Stone algebra of sets.

Download or read it online for free here:

**Download link 1**

**Download link 2**

**Download link 3**

(multiple PDF files)

## Similar books

**Set Theory**

by

**Gary Hardegree**-

**UMass Amherst**

From the table of contents: Basic material on set theory - Overview / Summary, Basic Concepts, Relations, Functions, Natural Numbers, Cardinal Numbers; Rules for Derivations; Formal Languages; Mathematical Induction; Brief History of Numeration.

(

**13555**views)

**Elementary Set Theory with a Universal Set**

by

**Randall Holmes**

From the table of contents: The Set Concept; Boolean Operations on Sets; Building Finite Structures; The Theory of Relations; Sentences and Sets; Stratified Comprehension; Philosophical Interlude; Equivalence and Order; Introducing Functions; etc.

(

**11638**views)

**Descriptive Set Theory**

by

**David Marker**-

**University of Illinois at Chicago**

These are informal notes for a course in Descriptive Set Theory. While I hope to give a fairly broad survey of the subject we will be concentrating on problems about group actions, particularly those motivated by Vaught's conjecture.

(

**9362**views)

**Sets, Groups and Knots**

by

**Curtis T. McMullen**-

**Harvard University**

Introduction to conceptual and axiomatic mathematics, the writing of proofs, mathematical culture, with sets, groups and knots as topics. From the table of contents: Introduction; Set Theory; Group Theory; Knot Theory; Summary.

(

**8756**views)