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jopolous
on March 25, 2020
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The field of “useful reals” between rational and r...
I guarantee that is not an algebraic extension.
It's not even a finite extension
lonelappde
on March 25, 2020
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That's not a valid critique, as other commenters explained
jopolous
on March 31, 2020
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You're totally right, I could have worded that differently. I actually posted an infinite field extension that is algebraic elsewhere in this thread, but usually those are tricky and I haven't seen them pop up as often as finite algebraic extensions
doomrobo
on March 25, 2020
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Finite implies algebraic. The other comment says that the converse isn't true.
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It's not even a finite extension