Recent Posts For Philosophy of Mathematics
Objectual Quantifiers in Formal Logic
Objectual quantifiers are a type of quantifier in formal logic that specifically…
The Indispensability Argument in Philosophy of Mathematics
This argument posits that if mathematical entities are essential for our most…
Frege’s Theorem
Frege's theorem establishes that arithmetic is reducible to logic. It demonstrates how…
Constructive Mathematics
Constructive mathematics emphasizes mathematical objects that are provably constructible and computable. It…
Bad Company Objection
The bad company objection challenges mathematical abstractionism by highlighting the difficulty in…
Aristotelian Comprehension Schema
The Aristotelian comprehension schema, represented as (∃x)Φ → (∃Y)(∀x)(Yx ↔ Φ) in…