A recent thread (Does the square root of 2 exist?) dealt with mathematician Norman Wildberger’s aversion to irrational numbers, which he finds suspect because of their infinite decimal representations. It also dealt with his skepticism regarding infinity in general. Commenter petrushka posted a link to a relevant Medium article by Carlos E. Perez, who is similarly averse to infinities in mathematics. I thought it was worth an OP, so here’s a link:
Infinity as a Conceptual Shortcut in Mathematics
I’m skeptical of Perez’s skepticism, but I’ll save my thoughts for the comments.







