Understanding i^i: Evaluating the Power of Imaginary Unit to Itself

Find the General and Principal Value of (1 + i)^{-i}

Understanding the Cyclic Powers of i: Solving i^40

Verifying the Identity: (\sqrt{i})^{\sqrt{i}} = e^{\frac{-\pi}{4\sqrt{2}}}(\cos\frac{\pi}{4\sqrt{2}} + i\sin\frac{\pi}{4\sqrt{2}})

Solve (0 + i)^923 Using Powers of i and Modulo Arithmetic