+Euler's Identity, $e^{i\pi} + 1 = 0$, is a profound equation in [Mathematics](/wiki/mathematics) that elegantly connects five fundamental constants: $e$, $i$, $\pi$, $1$, and $0$. Often called "the most beautiful equation," it is a special case of [Euler's Formula](/wiki/eulers_formula) and embodies deep connections across different branches of the discipline.
+## See also
+- [Complex Numbers](/wiki/complex_numbers)
+- [Pi](/wiki/pi)
+- [Exponential Function](/wiki/exponential_function)
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