**Sets, Relations, Functions**

by Ivo Düntsch, Günther Gediga

**Publisher**: Methodos Publishers (UK) 2000**ISBN/ASIN**: 1903280001**ISBN-13**: 9781903280003**Number of pages**: 55

**Description**:

We give a gentle introduction to the set theoretic tools needed by anyone who comes into contact with modern Mathematics. The intended audience are students of any subject or practitioners who need some knowledge of set operations and related topics.

Download or read it online for free here:

**Download link**

(230KB, PDF)

## Similar books

**Proof, Sets, and Logic**

by

**M. Randall Holmes**-

**Boise State University**

This textbook is intended to communicate something about proof, sets, and logic. It is about the foundations of mathematics, a subject which results when mathematicians examine the subject matter and the practice of their own subject very carefully.

(

**10332**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.

(

**7635**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.

(

**5750**views)

**Notes on Set Theory**

by

**Michael Makkai**-

**McGill University**

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; etc.

(

**8712**views)