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Samuel Levey is a specialist in metaphysics and the philosophy of mathematics in both contemporary and historical settings. He has published widely on Leibniz's philosophical works and teaches a variety of courses in the history of modern philosophy, metaphysics, philosophy of mathematics, logic, epistemology, and the philosophy of language.
Philosophy
“Continuous Extension and Indivisibles in Galileo.” In S. Shapiro and G. Hellman, eds., The History of Continua: Philosophical and Mathematical Perspectives, New York: Oxford University Press (2021): 82-103.
“The Continuum, the Infinitely Small, and the Law of Continuity in Leibniz.” In S. Shapiro and G. Hellman, eds., The History of Continua: Philosophical and Mathematical Perspectives, New York: Oxford University Press (2021): 123-157.
From Leibniz to Kant. Co-editor with Katherine Dunlop. Logical Analysis and History of Philosophy 21 (2018).
“The Paradox of Sufficient Reason.” The Philosophical Review 125:3 (July 2016).