Can someone tell me what's the most advanced thing you know in any field of mathematics?
addition
I think some people might find some knowledge more advance then others. i think the word advance is almost an opinion.
nothing
for instance addition is advanced for amistre, but hero finds addition to be not advanced
Well, it isn't ;P
and see amistre would disagree with you
You still haven't told us your advanced knowledge of math Ms Computational
it does depend on what we are adding
what if we adding an infinite amount of numbers together
I know some rather beautiful things in algebraic topology and non-Riemann manifolds. Why?
In that case the sum is \[ \infty\]
sometimes the sum is convergent though
That's 8 sideways
I just want to see some cool equations
What's your favorite equation. Like if you were to show someone 1 equation so that they would be impressed by how cool and advanced it looked, what would it be?
\[e^{i \theta}=\cos(\theta)+i \sin(\theta)\]
I've seen cooler ones
Hmm. Sometimes big complicated things are not that interesting. But simple looking things can often be deep. For example, this equation is rather thorny. Let p be positive integer greater than 2. Then what are the characteristics of \[x^p + y^p = z^p\]
\[curvelength=\int\limits_{a}^{b}\sqrt{1+(f')^2} dx\]
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