Logical necessity - PowerPoint PPT Presentation

Lecture Notes 8

Lecture Notes 8. CS1502. Example Proof. A  (B  C) (A  B)  (A  C). Valid Argument. P 1 P 2 … P n Q Q is a tautological (logical) consequence of P 1 , P 2 , …, P n (P 1  P 2  …  P n ) Q is a tautology (logical necessity). NEW IDEA. Valid Argument. P. Example.

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Introduction to Pastoral Care Ministry

Introduction to Pastoral Care Ministry. Dr. Robert W. Bell, Ph.D. Erskine Theological Seminary Spring 2003. “Implications”. Verb: imply – to involve or suggest by logical necessity; to hint; suggest. Implication = that which is suggested; an indirect indication

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Shoemaker, “Causality and Properties”

Shoemaker, “Causality and Properties”. Events are the terms involved in causal relations. But all causal relationships seem to involve a change of properties of the constituent objects. An account of causality, therefore, should involve an account of change of properties.

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