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Why Are They Called Real Numbers If They Aren’t Real, and Other Such Questions?
This thesis studies the position of mathematical realism (the position that mathematical objects have ontological status) through history, starting with Pythagoras up until W.V.O Quine, and examining how these positions originate from each other. I hope to see how the position has changed and why, and provide an argument against the strongest of the realist positions, drawing on this extensive background. Finally, I advance my own argument against the strongest arguments for mathematical realism, and propose alternatives to a view of mathematical realism
Wretched Yew
Its safer for everyone that I write this and not the poem bashing my sleep. — Amy Bagwell
A risograph zine containing poems by Amy Bagwell and photographs by Dawn Roe.https://scholarship.rollins.edu/book_arts/1110/thumbnail.jp