May 19, 2024
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1^ + 1v = 0

The Wave Number system is built upon this equation .

Calling all mathematicians, both amateur and professional!

Step into the realm of the Wave Number System, where conventional assumptions about negative numbers are challenged, and new avenues of mathematical exploration await.

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Calculator

The Wave Number Calculator is now available for R1, R2 and R3. Try out Addition, Multiplication, Division, Roots, Dot and Cross products and some other exotic operations such as Rotation and Rotication.




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Explore the world of rotations with our Cartesian, Quaternion, Wave Numbers and Bloch Sphere Rotation Balls. Available to purchase at our shop

Latest Post

The Wave Numbers system comprises of the ^ Opposite Values (called ‘Hat’ Opposites) and the v Opposite Values (called ‘Vee’ Opposites). All the Opposite Values in the Wave Numbers system start from 0.

Introduction This post demonstrates long division in R3. It describes the multiplication links to rotation and rotication and how the different operations move

Wave Number Rotation Table vs Quaternion Multiplication Table An earlier post makes a detailed comparison of the Wave Number Rotation table and the

Standard Rotation Definition The Return and Orthogonal rules are the first two of the universal rules of rotation. The rotation operation is a primitive

Use a Tennis Ball as a Rotation Prop A physical prop helps to understand 3d rotation. There are many digital 3d spheres on-line.

Wave Numbers Calculator Guide

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Principle Categories

Categories: Addition, Axioms, Bloch, Bra-kets, Calculus, Cartesian, Circuits, Coordinates, Cross-Product, Cube, Roots, Cubes, Curves, Dirac, Division, Dot-Product, Equality, Equations, Euler, Exponentation, Expression, Flipping, Gates, Geometry, Hyperspheres, Inequality, Integers, Inverses, Linear, Logs, Multiplication, Operations, Primitives, Principles, Props, Quadratic, Quantum, Quaternions, Qubits, R1, R2, R3, Roots, Rotation, Rotication, Simultaneous Equations, Spheres, Squares, States, Superposition, Tables, Theorems, Trigonometry, Unitaries, Zero.