MATHESIS
  • Home
  • About
  • Blog
  • E-BOOKS
  • M A T H E S I S : The Curriculum
  • Algebra
  • Functions
  • Geometry
  • Logic
  • Number theory
  • Set theory
  • Trigonometry
Select Page
Finiteness and Mathematical Infinity : Comparing and Enumerating

Finiteness and Mathematical Infinity : Comparing and Enumerating

by M4t_6_onL | Jul 17, 2021 | Functions, Set theory

A finite set is a set that can be counted using the natural numbers \(1,\ldots,n\) for a certain natural number \(n\). But what is counting ? And then, what is an infinite set? 1.Comparing sets : the notion of bijection The notions of finite set and infinite set, and...

Pages

  • Privacy Policy
  • About MATHESIS

Recent articles

  • The axiomatic construction of natural arithmetic
  • Russell’s paradox and the emergence of class theory
  • The natural scalar (or dot) product: a numerical combination of vectors
  • Gaussian integers: an imaginary arithmetic
  • What is a complex number? A simple geometric approach

Archives

  • July 2023
  • May 2023
  • December 2022
  • October 2022
  • August 2022
  • May 2022
  • April 2022
  • March 2022
  • January 2022
  • September 2021
  • August 2021
  • July 2021

Categories

  • Algebra
  • Functions
  • Geometry
  • Logic
  • Number theory
  • Set theory
  • Trigonometry

@ Mathesis – 2021