+Complex exponentials extend the [Complex Numbers](/wiki/Complex_Numbers) into a powerful mathematical form, elegantly merging exponential growth with periodic motion. Governed by [Euler's Formula](/wiki/Euler%27s_Formula), they provide a fundamental description for waves, oscillations, and rotations across science and engineering.
+## See also
+- [Exponential Function](/wiki/Exponential_Function)
+- [Fourier Analysis](/wiki/Fourier_Analysis)
+- [Phasor](/wiki/Phasor)