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Possibly♢Necessary

Wojciech Aleksander Wołoszyn

About me

I am a DPhil student in Mathematics at the University of Oxford. My academic interests revolve around the philosophy of foundations of mathematics in the context of V and the multiverse debate. Currently, I am mostly preoccupied with research on modal model theory - an emerging field in mathematical logic. My academic advisers are Professor Joel David Hamkins, Professor Ehud Hrushovski, and Professor William Hugh Woodin (Harvard University). Previously, I was a Recognised Student in Philosophy at the University of Oxford, under Professor Hamkins's supervision.

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algebra animation axiom of choice axioms Banach-Tarski paradox calculus chaos complex numbers determinacy Ehrenfeucht–Fraïssé games face-shaped curves geometry Haar-I Haar-meager Haar-null incompleteness integrals Joel David Hamkins Kripke model Liar's paradox limits Mathematica math for fun maximality principle modal logic modal model theory model theory multiple dimensions Multiverse nowhere-differentiable functions pebble games potentialism prevalence projective determinacy Recognised Student set-theory STUK talks University of Oxford V=L Vitali's set Wolfram|Alpha

Tag: maximality principle

​What complex numbers can tell us about the Multiverse?

There is an ongoing debate among mathematicians and philosophers on the nature of the realm where all mathematical activities are performed. But, before I pose the problem, we need to answer a pertinent question: “A realm? Do you mean like… our minds or what?” No. I mean metaphysical entity mathematicians are studying just like physicists […]

Read More ​What complex numbers can tell us about the Multiverse?
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