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Negative number
The Orthogonal Planes Split of Quaternions and Its Relation to Quaternion Geometry of Rotations
Euler's Square Root Laws for Negative Numbers
Is Liscussed and a Class of Spaces in Yhich the Potian of Dittance Is Defin Time Sd-Called Metric Spaces, Is Introduced
From Counting to Quaternions -- the Agonies and Ecstasies of the Student Repeat Those of D'alembert and Hamilton
The Evolution of Numbers
Generalized Quaternion and Rotation in 3-Space E M. Jafari, Y. Yayli
Operations with Integers Sponsored by the Center for Teaching and Learning at UIS
Curious Quaternions
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A Brief History of Mathematics for Dynamic Systems
Introduction to Real Analysis MATH 5200-5210
Complex Numbers 1 Introduction
An Abstract Data Type for Real Numbers. *
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Lesson 1: Positive and Negative Numbers on the Number Line—Opposite Direction and Value
From Counting to Quaternions -- the Agonies And
Making Sense of Integer Arithmetic: the Effect of Using Virtual Manipulatives on Students’ Representational Fluency
Beyond Complex Numbers
On Quaternions; Or on a New System of Imaginaries in Algebra
Arxiv:1905.06519V1 [Math.LO]
The Case Against Infinity
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A Brief History of Quaternions and the Theory of Holomorphic Functions of Quaternionic Variables
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Download Download
Historical Objections Against the Number Line
Homework #1. Due: Thurs 9/14 1. Calculate the Following Products (You May Need to Consult the Lecture Notes Online): (A) Real Number Multiplication
Why a Negative Number Times a Negative Number Equals a Positive Number
Historical Objections Against the Number Line
Quaternion Basics. Wikipedia (En)
ON the LOGARITHMS of NEGATIVE and IMAGINARY NUMBERS Leonhard Euler
Different Number Systems
Subtraction Involving Negative Numbers: Connecting to Whole Number Reasoning
Positive and Negative Numbers
Arxiv:1410.4369V3 [Math.CV]
Square Root of a Multivector of Clifford Algebras in 3D: a Game with Signs
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POSITIVE and NEGATIVE NUMBERS Objectives Vocabulary
Use of the History of Negative Numbers in Education
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History of Negative Numbers
Bounding Expected Values on Random Polygons by Michael
Hints for Exercises from Section 5.2 =MATH 3000 Kawai [5.7] Prove That
15 Negative Numbersmep Y7 Practice Book B
Octonions, E6, and Particle Physics
Roots of Real Numbers
Negative Numbers
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What's So Baffling About Negative Numbers?
Square Root of a Multivector in 3D Clifford Algebras
Complex Numbers Real Numbers Imaginary Numbers
Quaternion Numbers
A Symbolical Approach to Negative Numbers