Willard Van Orman Quine

296 Selected Bibliography
1982. Saggi filosofici, 1970–1981. Edited and translated by Michele Leonelli.
Rome: Armando.
1985. The time of my life: An autobiography. Cambridge, Mass.: MIT Press.
1987. La scienza e i dati di senso. Edited and translated by Michele Leonelli.
Rome: Armando.
Quiddities: An intermittently philosophical dictionary. Cambridge,
Mass.: Belknap Press of Harvard University Press.
1990. The logic of sequences: A generalization of “Principia Mathematica.”
New York: Garland.
Pursuit of truth. Cambridge, Mass.: Harvard University Press. Rev. ed.,
1992.
1995. From stimulus to science. Cambridge, Mass.: Harvard University
Press.
articles by quine
1932. A note on Nicod’s postulate. Mind 41:345–50.
1933. A logic of sequences. Summaries of Theses (Harvard), pp. 335–8.
A theorem in the calculus of classes. Journal of the London Mathematical
Society 8:89–95.
1934. A method of generating part of arithmetic without using intuitive
logic. Bulletin of the American Mathematical Society 40:753–61.
Ontological remarks on the prepositional calculus. Mind 43:472–6.
1936. Concepts of negative degree. Proceedings of the National Academy of
Science 22:40–5.
Definition of substitution. Bulletin of the American Mathematical Society
42:561–9.
On the axiom of reducibility. Mind 45:498–500.
A reinterpretation of Schönfinkel’s logical operators. Bulletin of the American
Mathematical Society 42:87–9.
Set-theoretic foundations for logic. Journal of Symbolic Logic 1:45–
57.
A theory of classes presupposing no canons of type. Proceedings of the
National Academy of Science 22:320–6.
Toward a calculus of classes. Journal of Symbolic Logic 1:2–25.
Truth by convention. In Philosophical essays for A. N. Whitehead, edited
by O. H. Lee. New York: Longmans.
1937. Logic based on inclusion and abstraction. Journal of Symbolic Logic
2:145–52.
New foundations for mathematical logic. American Mathematics
Monthly 44:70–80.
On Cantor’s theorem. Journal of Symbolic Logic 2:120–4.
On derivability. Journal of Symbolic Logic 2:113–19.
Cambridge Companions Online © Cambridge University Press, 2006