Penelope Maddy
American mathematician and philosopher
Penelope Maddy's AcademicInfluence.com Rankings
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Philosophy Mathematics
Penelope Maddy's Degrees
- PhD Mathematics Princeton University
Why Is Penelope Maddy Influential?
(Suggest an Edit or Addition)Penelope Maddy is UCI Distinguished Professor of Logic and Philosophy of Science and of Mathematics at the University of California, Irvine. Maddy specializes and is known for her influential work in the philosophy of mathematics and mathematical realism. She received her Ph.D. from Princeton University in 1979.
Maddy’s early work was largely a defense of the position known as mathematical realism or Platonism, in which mathematical objects (like, say, numbers) are real objects in the universe (though abstract). This position resembles that of famous mathematical realists like the great logician Kurt Gödel, though importantly Maddy also considers sets of objects real, as well. Her development of this position is in her early book Realism in Mathematics. Her later ideas led to a slightly different position, similar to the American philosopher W.V. Quine, expressed in her later book Naturalism in Mathematics.
Maddy was elected member of the American Academy of Arts and Sciences in 1998.
According to Wikipedia, Penelope Maddy is an American philosopher. Maddy is Emerita UCI Distinguished Professor of Logic and Philosophy of Science and of Mathematics at the University of California, Irvine. She is well known for her influential work in the philosophy of mathematics, where she has worked on mathematical realism and mathematical naturalism.
Penelope Maddy's Published Works
Published Works
- The philosophy of logic (2012) (392)
- The logical structure of the world (2007) (319)
- Realism in Mathematics (1990) (268)
- New Directions in the Philosophy of Mathematics (1984) (255)
- Naturalism in mathematics (1997) (248)
- Believing the axioms. I (1988) (174)
- Indispensability and Practice (1992) (174)
- Second Philosophy: A Naturalistic Method (2007) (168)
- Perception and mathematical intuition (1980) (117)
- Defending the Axioms (2011) (117)
- Does Mathematics Need New Axioms? (2000) (75)
- Believing the axioms. II (1988) (65)
- Defending the Axioms: On the Philosophical Foundations of Set Theory (2011) (63)
- Three Forms of Naturalism (2007) (42)
- Set theoretic naturalism (1996) (38)
- Naturalism: Friends and Foes (2001) (37)
- A Naturalistic Look at Logic (2002) (32)
- Externalism, naturalism, nominalism, and mathematics (2001) (32)
- HOW APPLIED MATHEMATICS BECAME PURE (2008) (29)
- Set-theoretic Foundations (2017) (24)
- The roots of contemporary Platonism (1989) (21)
- The Logical Must: Wittgenstein on Logic (2014) (21)
- Proper classes (1983) (19)
- Mathematical Epistemology: What is the Question? (1984) (17)
- Pillay's conjecture and its solution—a survey (2010) (17)
- Naturalism and Ontology (1995) (14)
- Taking naturalism seriously (1995) (13)
- Naturalism and the A Priori (2000) (13)
- Mathematical existence (2005) (12)
- $V=L$ and Maximize (1998) (12)
- Does V equal L? (1993) (10)
- A SECOND PHILOSOPHY OF ARITHMETIC (2013) (9)
- How the Causal Theorist Follows a Rule1 (1984) (9)
- Sets and Numbers (1981) (8)
- What Do We Want a Foundation to Do? (2019) (8)
- Naturalism, Transcendentalism, and Therapy (2011) (8)
- Ontological Commitment: Between Quine and Duhem (1996) (8)
- The Metaphysics of Logic: A Second Philosophy of logic (2014) (7)
- Afterword to special issue on mathematical depth (2015) (5)
- MATHEMATICS AND OLIVER TWIST (1990) (5)
- Some Naturalistic Reflections on Set Theoretic Method (2001) (5)
- Logic and the Discursive Intellect (1999) (5)
- A RECONSTRUCTION OF STEEL’S MULTIVERSE PROJECT (2020) (4)
- Mathematical Alchemy* (1986) (4)
- Is the importance of identity derivative? (1979) (4)
- NATURALISM AND COMMON SENSE (2011) (3)
- A Problem in the Foundations of Set Theory (1990) (3)
- Set Theory as a Foundation (2011) (3)
- Between Logic and Intuition: A Theory of Sets and Classes (2000) (2)
- A Second Philosophy of Logic (2022) (2)
- Enhanced If-thenism (2022) (2)
- Philosophy of mathematics: Prospects for the 1990s (1991) (2)
- Philosophical Uses of Categoricity Arguments (2022) (2)
- What Do Philosophers Do?: Skepticism and the Practice of Philosophy (2016) (2)
- 1 Wittgensteinian Anti‐Philosophy (2000) (1)
- Replies to Coliva, Leite, and Stroud (2018) (1)
- Perception and Intuition (1992) (1)
- V=L and Maximize (1995) (1)
- Psychology and the a priori Sciences (2017) (1)
- A Plea for Natural Philosophy (2022) (1)
- 5 Naturalism and the A Priori (2002) (1)
- Carnegie Mellon University, Pittsburgh, PA May 19–23, 2004 (2005) (1)
- 1 The Origins of Set Theory (2000) (0)
- A Note on Truth and Reference (2022) (0)
- 4 Mathematical Naturalism (2000) (0)
- Quine's naturalism (2007) (0)
- 2 Quinean Realism (2000) (0)
- Cardinal structure under AD (2010) (0)
- The status of rudimentary logic (2007) (0)
- Kant's transcendentalism (2007) (0)
- Neo‐cartesian skepticism (2007) (0)
- Introductory Overview (2018) (0)
- 6 Indispensability and Scientific Practice (2000) (0)
- The Argument from Illusion (2017) (0)
- Preliminary Reconnaissance : Realism , Instrumentalism , and Interpretation (2016) (0)
- Mathematics in application (2007) (0)
- Wittgenstein on Hinges (2022) (0)
- Speakers and Titles (2010) (0)
- 1 Gödelian Realism (2000) (0)
- Undoing the Copernican revolution 1 (2007) (0)
- 3 Set Theoretic Realism (2000) (0)
- Monism and Beyond (1992) (0)
- Naturalizing the Logical Must (2014) (0)
- Naturalizing Kant on Logic (2014) (0)
- 3 The Standard Axioms (2000) (0)
- Mathemancal Existence (2005) (0)
- Hume's naturalism (2007) (0)
- 2 A Second Gödelian Theme (2000) (0)
- Naturalizing the Tractatus (2014) (0)
- 7 Indispensability and Mathematical Practice (2000) (0)
- Reconfiguring the debate (2007) (0)
- Kant on logic (2007) (0)
- 4 A Realist's Case Against V = L (2000) (0)
- 6 A Naturalist's Case Against V = L (2000) (0)
- An illustration: truth and reference (2007) (0)
- The Nature of Mathematical Knowledge. Philip Kitcher (1985) (0)
- What's left to do? (2007) (0)
- The Cure and Beyond (2017) (0)
- The Dream Argument (2017) (0)
- 4 Independent Questions (2000) (0)
- Pollard Stephen. Philosophical introduction to set theory. University of Notre Dame Press, Notre Dame, Ind., and London, 1990, xii + 180 pp. (1991) (0)
- Recent Work in Philosophy of MathematicsNaturalism in MathematicsPhilosophy of Mathematics: Structure and OntologyMathematics as a Science of Patterns (2001) (0)
- Putnam's anti‐naturalism (2007) (0)
- Hume and Reid (2022) (0)
- 3 Quinean Naturalism (2000) (0)
- Review: Saunders Mac Lane, Mathematics: Form and Function (1988) (0)
- 5 The Problem Revisited (2000) (0)
- Second philosophy of mathematics (2007) (0)
- The logical structure of cognition (2007) (0)
- Lane Saunders Mac. Mathematics: form and function . Springer-Verlag, New York, Berlin, Heidelberg, and Tokyo, 1986, xi + 476 pp. (1988) (0)
- Charles Parsons , Mathematics in Philosophy . Reviewed by (1985) (0)
- Introduction (2022) (0)
- Word count: 1’958 words (2017) (0)
- Second philosophy of science (2007) (0)
- JSL volume 62 issue 4 Cover and Back matter and Errata (1997) (0)
- Second methodology of mathematics (2007) (0)
- Do Numbers Exist? (2022) (0)
- But Isn’t Logic Special?! (2014) (0)
- 5 Hints of Trouble (2000) (0)
- From rudimentary to classical logic (2007) (0)
- Logic Colloquium 2007: Introduction (2010) (0)
- Carnap's rational reconstruction (2007) (0)
- Descartes's first philosophy (2007) (0)
- Rule-Following and Logic (2014) (0)
- On the Question of Realism (2022) (0)
- Abstract of Comments: Mathematical Epistemology: What is the Question? (1982) (0)
- 5 New Axiom Candidates (2000) (0)
- Spring Meeting of the Association for Symbolic Logic, San Francisco, 1991 (1992) (0)
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