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- Mathematical Background: Foundations of Infinitesimal Calculus
- Classifying Real Numbers.Notebook September 02, 2014
- The Real Numbers
- Notes on Quaternions Math 130 Linear Algebra D Joyce, Fall 2015
- Complex Numbers 1 Introduction
- Complex Numbers and Quaternions for Calc III
- The Real Numbers and the Integers PRIMITIVE TERMS to Avoid
- Constructions of the Real Numbers
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- Natural Numbers: N= {1,2,3,· · ·} Integers: Z
- Sum of Rational and Irrational Is Irrational
- Octonionic Geometry
- Origin of Irrational Numbers and Their Approximations
- Hyperreals and a Brief Introduction to Non-Standard Analysis Math 336
- Beyond Complex Numbers
- 1 the Order Structure of the Real Numbers
- The Reality of the Complex: the Discovery and Development Of
- 5.1.1 Integers
- New Models of the Real-Number Line
- William Kingdon Clifford (1845–1879)
- On the History of Number Line
- Recursive Real Numbers
- Extending the Real Numbers
- A Sample of Rota's Mathematics How Can We Define the Real
- Ultraproducts and Hyperreal Numbers (April, 2015 Version) G
- Z = a + Bi Where A, B Are Real Numbers and I Is a Symbol with the Property: √ I2 = −1
- Abstract Datatypes for Real Numbers in Type Theory
- Notes: 1-1 the Real Number System
- The Bi-Periodic Fibonacci Octonions
- Different Number Systems
- Hyperreals and Their Applications
- The Octonions
- 5 the Ring of Real Quaternions
- Lecture Notes on the History of Mathematics Christopher P. Grant
- Complex Numbers Basic Concepts of Complex Numbers Operations on Complex Numbers
- Real Numbers
- The Octonions
- 0.75 -1 Whole Numbers Integers Natural Numbers Real Numbers
- 1 Why Complex Numbers
- History of Mathematics: the Real Numbers - Making Them Respectable Michael a B Deakin1
- Lecture 1, Real Numbers Absolute Value
- The Real Number System
- On the History of Number Line
- Historical Changes in the Concepts of Number, Mathematics and Number Theory
- Sets of Numbers in the Real Number System
- Manuscript on Octonions, Invited by George
- A Short History of Imaginary Numbers
- Roots of Real Numbers
- Biquaternion Beamspace with Its Application to Vector-Sensor Array Direction Findings and Polarization Estimations Dan Li, Feng Xu, Jing Fei Jiang and Jian Qiu Zhang*
- Entanglement from Biquaternions
- The Real Numbers
- John Myhill : What Is a Real Number?
- Can Each Number Be Specified by a Finite Text? Arxiv:1909.11149V1 [Math.LO] 24 Sep 2019
- 1.3 Real Number Properties; Complex Numbers 17
- Complex Numbers, Quaternions and Rotations
- Complex Numbers Real Numbers Imaginary Numbers
- Computing with Classical Real Numbers
- Quaternion Numbers
- Week 5: Quantifiers