Overrated theorems

If you think the axiom of choice is a magic wand, wait til you see what the turbo autists have to say about the excluded middle.

Or the axiom of infinity.

The value/elegance of an axiom or theorem does not depend on the people hyping it.

I cannot comprehend a number to the imaginary power.

Multiverse theory. It's practically exactly what philosophers did hundreds of years ago with their "brain in a vat" hypothetical. It just sounds a little more "plausible" coming from the mouth of a physicist because they can attribute it to some unknown possibilities arising from the theory of the ubiquitous expansion of the universe.

it is doesn't have any intrinsic sense, it is defined as a sine wave

Excluded middle is top tier.

you're like the faggots on /mu/. Overrated doesn't mean bad, it doesn't mean it's less important, and it doesn't mean it's not impactful. it just means overrated which has 0 fucking effect on anything's value unless you're the one selling it.

>sine wave
cos(x)+i sin(x) well ok if you want to call it that

be more specific, you can't comprehend a real number to an imaginary power because imaginary power functions are only defined for imaginary numbers. The reason people get so confused is that high school teachers are all brainlets who just spring it on their class that you can use the exponential function in a way which is different from the way it was originally defined without modifying the definition of a number and the definition of the complex exponential to accommodate the set of complex numbers and how the complex exponential behaves when applied to them.

[math]i^i=e^{-\frac{\pi}{2}}[/math]

>forgetting the i