Arbitrary Reference in Mathematical Reasoning

To Be is to be a Value of a Variable (or to be Some Values of Some Variables)

George Boolos · The Journal of Philosophy · 1984 · 664 citations

Natural Sciences, Mathematics, Set Theory +2

The Foundations of Mathematics

F. P. Ramsey · Proceedings of the London Mathematical Society · 1926 · 415 citations

Natural Sciences, Mathematics, Applied Mathematics +8

The structuralist view of mathematical objects

Charles Parsons · Synthese · 1990 · 412 citations

Humanities, Mathematics, Philosophy +13

Nominalist Platonism

George Boolos · The Philosophical Review · 1985 · 321 citations

Second-Order Logic Still Wild

Michael D. Resnik · The Journal of Philosophy · 1988 · 155 citations

Humanities, Computer Science, Mathematics +6