Abstract
In Stalnaker [9] and in Stalnaker and Thomason [10], a theory of conditionals is presented that involves a “selection function”. Intuitively, the value of the function at a world is the world as it would be if a certain formula (the antecedent of a conditional) were true.
This began as a paper by Thomason, written in February 1977, revised and expanded in January 1978, and presented, with comments by Gupta, at the University of Western Ontario in May 1978. The present joint version was completed in October 1978. The basic ideas took initial shape in a series of discussions between Thomason and Walter Edelberg, who deserves a great deal of credit for his insights into the topic. In particular, he was the first to see the importance of the crucial inference we call ‘the Edelberg inference’. Later parts of the paper owe much to interactions with Robert Stalnaker, Bas van Fraassen, and each other.
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Bibliography
Adams, E., ‘Subjunctive and Indicative Conditionals’, Foundations of Language 6 (1970), 89–94.
Bennett, J., ‘Couterfactuals and Possible Worlds’, Canadian Journal of Philosophy 4 (1974), 381–402.
Fine, K., Review of Lewis, [4]. Mind 84 (1975), 451–458.
Lewis, D., Counterfactuals, Harvard University Press, Cambridge, Mass., 1973.
Lewis, D., ‘Counterfactual Dependence and Time’s Arrow,’ Nous 13 (1979), 455–476.
Prior, A., Past, Present and Future, Oxford University Press, Oxford, 1967.
Russell, B., The Principles of Mathematics, 2nd ed., Allen and Unwin, London, 1937.
Slote, M., ‘Time in Counterfactuals’, Philosophical Review 87 (1978), 3–27.
Stalnaker, R., ‘A Theory of Conditionals’, in N. Rescher (ed.), Studies in Logical Theory, Oxford, 1968, pp. 98–112.
Stalnaker, R. and R. Thomason, ‘A Semantic Analysis of Conditional Logic’, Theoria 36 (1970), 23–42.
Stalnaker, R., ‘Indicative Conditionals’, in A. Kasher (ed.), Language in Focus, D. Reidel, Dordrecht, Holland, 1976, pp. 179–196.
Stalnaker, R., ‘A Defense of Conditional Excluded Middle’, this volume, pp. 87–104.
Thomason, R., ‘Inderterminist Time and Truth Value Gaps’, Theoria 36 (1970), 264–281.
Van Fraassen, B., An Introduction to the Philosophy of Space and Time, Random House, New York, 1970.
Van Fraassen, B., ‘A Framework for Temporal Conditions and Chance’, this volume, pp. 322–349.
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© 1980 Richmond H. Thomason and Anil Gupta
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Thomason, R.H., Gupta, A. (1980). A Theory of Conditionals in the Context of Branching Time. In: Harper, W.L., Stalnaker, R., Pearce, G. (eds) IFS. The University of Western Ontario Series in Philosophy of Science, vol 15. Springer, Dordrecht. https://doi.org/10.1007/978-94-009-9117-0_15
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DOI: https://doi.org/10.1007/978-94-009-9117-0_15
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