You dismissed field theories and large portion of the results derived from complex numbers. The entirety of physics rests on complex numbers. All of fucking physics rests on it.Obviously in higher level calculus I meant bigger numbers than just calc 1, 2, 3, as my college did it, so you are just being a weasel with that. As for math competitions of course they don’t teach math, they demonstrate your ability to do it, generally there are mental math categories, calculator categories, and ones where you are allowed paper to work on problems. Are you really this dumb? And why do you think I reject complex numbers. I’ve never said anything like that. My claim is and always has been that conclusions reached with a negative result are nonsense if you can’t frame them in such a way that you reach them with a positive result, and that assuming a negative result has meaning if you reach a positive result is also nonsense. That has absolutely nothing to do with anything you just said.
And for Euler’s proof i mean specifically the Taylor expansion proof he made, though any subset there of is equally stupid.
The big problem is that “i” kinda works, but any mathematician ignorant of the inherent problem it represents in the difference between math and reality, and just accepts it blindly is a moron.
Doing calculations isnt doing math; competition math is not research math or the preclude to research math as studied in basic undergrad math degree.
There is no "higher level calculus" classes like you claim. There is the usual 1, 2 and 3 and some schools call their intro ODE class calculus 4. But thats it. If you mean you took intro to analysis, which is occasionally called advanced calculus, then say so but if you took that class, you would have said that instead of the bullshit you said. Regardless, that has nothing to do with your claims about complex numbers as you almost never see any complex numbers in the typical calculus classes and the intro analysis classes focus on real numbers and not complex. Also, the fact that you are differentiating between negative numbers and positive as if they are different things is just more evidence that you never even sniffed at any math class more complicated than freshman math.
As for taylors expansion, how is that related to "you can use the same accepted math in the proof to show 0 = 1, some versions include multiplication by 0 for gods sakes."?