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Probability in the Philosophy of Religion$
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Jake Chandler and Victoria S. Harrison

Print publication date: 2012

Print ISBN-13: 9780199604760

Published to Oxford Scholarship Online: September 2012

DOI: 10.1093/acprof:oso/9780199604760.001.0001

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Inductive Logic and the Probability that God Exists: Farewell to Sceptical Theism

Inductive Logic and the Probability that God Exists: Farewell to Sceptical Theism

Chapter:
(p.144) 8 Inductive Logic and the Probability that God Exists: Farewell to Sceptical Theism
Source:
Probability in the Philosophy of Religion
Author(s):

Michael Tooley

Publisher:
Oxford University Press
DOI:10.1093/acprof:oso/9780199604760.003.0008

Suppose that the world contains n events, each of which is such that, judged in the light of the totality of known rightmaking and wrongmaking properties, it would be morally wrong for anyone to allow the event in question. What is the logical probability — given only that evidence — that at least one of those n events is such that the totality of the rightmaking and wrongmaking properties, both known and unknown, of allowing that event makes that action morally wrong? Answering this question is the task of this chapter and it requires a rigorous application of inductive logic. It is shown that a Carnapian, structure-description approach entails that the probability must be less than ( 1 n + 1 ) . But the existence of such an event is logically incompatible with the existence of God, and so the probability that God exists, relative to evidence of the sort described, must be less than ( 1 n + 1 ) .

Keywords:   Carnap, inductive logic, logical probability, structure description, rightmaking property, wrongmaking property

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