'Relative complement' diaporamas de présentation

742 views • 35 slides

Sets Section 2.1 Basic Notions of Sets Section 2.2 Operations with sets Section 2.3 Indexed Sets

Sets Section 2.1 Basic Notions of Sets Section 2.2 Operations with sets Section 2.3 Indexed Sets. The most fundamental notion in all of mathematics is that of a set. We say that a set is a specified collection of objects , called elements (or members) of the set.

616 views • 28 slides

Set Theory

Set Theory. Chapter 3. Two's company, three is none. Chapter 3 Set Theory. 3.1 Sets and Subsets. A well-defined collection of objects. (the set of outstanding people, outstanding is very subjective). finite sets, infinite sets, cardinality of a set, subset. A ={1,3,5,7,9}

736 views • 25 slides

Set Theory

Set Theory. Chapter 3. Two's company, three is none. Chapter 3 Set Theory. 3.1 Sets and Subsets. A well-defined collection of objects. (the set of outstanding people, outstanding is very subjective). finite sets, infinite sets, cardinality of a set, subset. A ={1,3,5,7,9}

2.05k views • 25 slides

Discrete Structures

430 views • 20 slides