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Imaginary number
How to Show That Various Numbers Either Can Or Cannot Be Constructed Using Only a Straightedge and Compass
Operations with Complex Numbers Adding & Subtracting: Combine Like Terms (풂 + 풃풊) + (풄 + 풅풊) = (풂 + 풄) + (풃 + 풅)풊 Examples: 1
Theory of Trigintaduonion Emanation and Origins of Α and Π
Truly Hypercomplex Numbers
Chapter I, the Real and Complex Number Systems
Doing Physics with Quaternions
50 Mathematical Ideas You Really Need to Know
Complex Numbers -.: Mathematical Sciences : UTEP
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A Brief History of Mathematics for Dynamic Systems
Structurally Hyperbolic Algebras Dual to the Cayley-Dickson and Clifford
Abstract Algebra Lecture Notes
Algebra and Geometry of Hamilton's Quaternions
Quaternions: a History of Complex Noncommutative Rotation Groups in Theoretical Physics
In Praise of Quaternions
Beyond Complex: an Inspection of Quaternions
The Complex Number System
Imaginary Numbers Practice Worksheet
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CS420-2016S-08 Orientation & Quaternions
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The Origins of Complex Geometry in the 19Th Century ∗
The Plane of Complex Numbers
Logic, Diophantine Geometry, and Transcendence Theory
Octonionic Formulation of the Fully Symmetric Maxwell's Equations in 3+ 1 Dimensions
“Congeneric Surd Equations” to “Segre's Bicomplex Numbers”
12 Complex Numbers and Functions Fall 2003
Imaginary Number Bases
A New Derivation of Biquaternion Schrödinger
The 22 Letters of Reality: Chiral Bisedenion Properties for Maximal Information Propagation
Geometric Constructions in Relation with Algebraic and Transcendental Numbers
Arxiv:1606.03315V1 [Math.HO] 10 Jun 2016 Imaginary and Complex Numbers Arose in Looking for ‘Impossible’ Solutions to Polynomial Equations Such As X2 + 1 = 0
Complex Numbers the Need for Imaginary and Complex Numbers Arises When finding the Two Roots of a Quadratic Equation
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Pi – Not Just an Ordinary Number
Elementary Functions Complex Numbers Motivation for the Complex
Lesson Plan Lesson 6: Intro to Complex Numbers Mathematics High School Math II
Biquaternionic Dirac Equation Predicts Zero Mass for Majorana Fermions
Rethinking the Numbers: Quadrature and Trisection in Actual Infinity
Complex Numbers and Powers of I
Complex Numbers and the Complex Exponential
Alabama Course of Study: Mathematics (2019)
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Complex Numbers Basic Concepts of Complex Numbers Operations on Complex Numbers
Three Mysterious Numbers in Mathematics Truong Nong
Complex Numbers
Physical Theories in Hypercomplex Geometric Description
Quaternions Algebra, Their Applications in Rotations and Beyond Quaternions
My Favorite Numbers
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A Short History of Imaginary Numbers
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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*
Finding Structure in Science and Mathematics Noson S
Classifying Octonionic-Linear Operators by Alexander A. Putnam an EXPOSITORY PAPER Submitted to Oregon State University in Parti
Grade 7/8 Math Circles Types of Numbers Introduction History Of
Quaternion Algebras and Quadratic Forms
Complex Numbers Real Numbers Imaginary Numbers
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The Application of Complex Numbers and Quaternions in Navigation By