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Tag Archives: Numbers
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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Universals in Feser’s The Last Superstitution. A Neo-Aristotelian Alternative to Realism in the Theory of Universals
1. As I noted in the immediately previous post, the “Feser on Faith in The Last Superstition 1: Pure Reason and the Resurrection of Jesus Christ” of January 16, 2015, I foresee that the second post in the series I am … Continue reading
Posted in Uncategorized
Tagged Accidental Property, Anti-Realism in the Theory of Universals, Aristotelianism, Aristotle, Bertrand Russell, Bertrand Russell’s The Problems of Philosophy, Concepts, Conceptualism, Edward Feser, Edward Feser’s The Last Superstition, Neo-Aristotelianism, Nominalism, Numbers, Plato, Plato’s Theory of Forms, Property, Propositions, Realism in the Theory of Universals, Resemblance, Substantial Form, Thomas Aquinas, Universals, Words
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After Aristotle 
Thomas Aquinas: Beyond Aristotle’s Aristotelian Conception of the Numerical
1. In the first lecture of his Commentary on Aristotle’s Physics* and in the course of an effort at distinguishing the science of physics from those of mathematics and metaphysics, Thomas Aquinas presents the well-known (at least within Aristotelian circles) … Continue reading →