List of Articles Penelope Maddy

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  1 - Maddy’s Naturalistic Approach to Philosophy of Mathematics
  Omid Mohammad Heydar
  Naturalism is an approach to the world phenomena from perspective ofnatural sciences. This approach avoids any kind of a priori philosophy and, ingeneral, any alleged knowledge of what is supernatural. In ontology,epistemology and methodology, naturalism by no means rel More

  Naturalism is an approach to the world phenomena from perspective ofnatural sciences. This approach avoids any kind of a priori philosophy and, ingeneral, any alleged knowledge of what is supernatural. In ontology,epistemology and methodology, naturalism by no means relies onmetaphysics or any kind of knowledge beyond the framework of empiricalsciences neither on any method and criterion except scientific methodologyand criteria. Naturalism, in one of its readings, considers philosophy as abranch of empirical science or a field of enquiry within the framework of sucha science. Penelope Maddy’s works on naturalism, especially in philosophy ofmathematics which this thesis intends to expound, are the continuation ofQuine’s works. Quine, as a prominent naturalist philosopher, is thepropounder of effective and thorough theories regarding naturalism, realismand other relevant areas. Unlike the past philosophers and epistemologists, hedoes not seek any basis, for empirical sciences, stronger than science, so thathe always relies on findings of empirical sciences. Penelope Maddy startsfrom Quine’s naturalism and, in response to the questions posed by othernaturalists in philosophy of mathematics, looks for a fundamental method,emphasizing on the set theory as a crucial basis in her arguments. Maddybelieves that if a conflict arises between philosophical explanation andsuccessful mathematical practices, it is philosophy that should retreat from itsposition. Neither philosophy nor science can annul or change methodologicalprinciples of mathematics, both science and philosophy being metamathematicaltrials for mathematics. Maddy’s important achievement innaturalistic philosophy of mathematics is heterogeneous naturalism to whichhe referred as the Second Philosophy. She recommends only mathematicalmethods and issues, and believes that other disciplines are not in the positionto be able to criticize mathematics. Manuscript profile