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Roots Of Unity
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Summary
Roots of unity are the complex numbers that satisfy the equation z^n = 1, where n is a positive integer. They are evenly distributed on the unit circle in the complex plane and are fundamental in fields such as number theory and signal processing.
Concepts
Complex Numbers
Unit Circle
Euler's Formula
Cyclotomic Polynomial
Symmetry
Fourier Transform
Primitive Root Of Unity
Field Extensions
Group Theory
Lagrange's Theorem
Relevant Degrees
Algebra 100%
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