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Tag Archives: Realism in the Philosophy of Mathematics
Number and Reality 1. Some Initial Questions and the Initial Question
1. In the immediately previous post, I observed that I now find myself enjoying the leisure that will allow me “to engage in some serious thinking in the philosophy of mathematics.” More specifically, I announced my intention “to begin the … Continue reading
Posted in Philosophy of Mathematics
Tagged After Aristotle, Anti-realism in the Ontology of Mathematical Objects, Anti-realism in the Ontology of Numbers, Complex Questions, Numbers, Philosophy of Mathematics, Realism in the Ontology of Mathematical Objects, Realism in the Ontology of Numbers, Realism in the Philosophy of Mathematics, Richard. E. Hennessey, Sets, Stewart Shapiro’s Thinking about Mathematics
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Number and Reality 0. An Introduction to a Project in the Philosophy of Mathematics
1. At long last I find myself enjoying a set of circumstances that will allow me to engage in some serious thinking in the philosophy of mathematics; the two September posts, “Ontological Arithmetic. One Realistic Foot in the Door of … Continue reading
Posted in Philosophy of Mathematics
Tagged After Aristotle, Alfred North Whitehead’s Process and Reality, Aristotelianism in the Philosophy of Mathematics, Arithmetic, Geometry, Number, Number and Reality, Ontology, Philosophy of Mathematics, Platonism in the Philosophy of Mathematics, Realism in the Philosophy of Mathematics, Richard Hennessey, Stewart Shapiro’s Thinking about Mathematics
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After Aristotle 