Some day maybe I'll learn Galois theory in a form I can understand. It's so obviously pretty that even I can tell I'm missing out :(
That doesn’t give an intermediate field; https://en.wikipedia.org/wiki/Fundamental_theorem_of_Galois_theory … uses Q(√2,√3) which is quite intuitive
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That's the one I remember, but course was contextless 'bla bla splitting field bla solvable group bla'. Understanding something this time!
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Also I followed my usual method earlier and looked up what John Baez had to say: http://math.ucr.edu/home/baez/week201.html …
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I haven’t learned any new math in decades. Somehow I’ve recently got excited about doing that again. Need to hyperthread my brain though
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