Differential and Integral Calculus Theory and Cases

Real Number

Author(s): Carlos Polanco

Pp: 1-14 (14)

Doi: 10.2174/9789811465123120010007

* (Excluding Mailing and Handling)

Abstract

The purpose of this chapter is to introduce different numeric sets that form the real numbers ℝ, their properties and their geometrical representation in an oriented number line. Some specific properties are addressed, such as irreducible fractions and divisibility.


Keywords: |, ℝ+, ℤ+, , Absolute value, Closed intervals, Half-open intervals, Infimum and Supremum, Integer numbers, Irrational numbers, Maximum element, Minimum element, Natural numbers, Open intervals, Properties of a real field, Rational numbers, Real field ℝ, Triangle inequality.

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