There's something cool about how mathematicians can't even agree if 0^0 is undefined.
I mean, either it's defined or it's undefined. Except it's both.
Or neither.
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There's something cool about how mathematicians can't even agree if 0^0 is undefined.
I mean, either it's defined or it's undefined. Except it's both.
Or neither.
So I'm guessing that the symbol ^ means "to the power of"?
So I'm guessing that the symbol ^ means "to the power of"?
Yes.
On computers, anyway.
I don't know how to do the zero superscript. &sup0;? eta: no.
So it's Schrodinger's exponential?
So it's Schrodinger's exponential?
Yes.
See, I knew that cat^0 was relevant!
What does * stand for in math?
I mean, either it's defined or it's undefined. Except it's both.
It's the Schrodinger's number?
eta: Inevitable Schrodinger's crosspost
What does * stand for in math?
Multiplication. I think it's because of computers, because "x" was also the letter and confusing.
But I don't know the timing for sure.
Multiplication.
Except when it doesn't. Like, for me this semester, * has stood for "some binary operation". (This has made typing up my homework more challenging.) But usually it's multiplication -- generally when typing, since the multiplication dot can be kind of hard to make show up.
Why would 0^0 ever equal 1? I don't get that.
n^0 where (n != 0) being equal to 1 I can get since:
n^0 == n^(1 - 1) == 1/n * n == 1
But if n == 0, then you get 0/0 which should be "Oh Shit" instead of 1.