Single Idea 8382

[catalogued under 26. Natural Theory / C. Causation / 8. Particular Causation / c. Conditions of causation]

Full Idea

Hume held that constant conjunction between As and Bs is both necessary and sufficient for a causal relation. If As and Bs are conjoined that is sufficient for a causal relation; if A and B are causally related, necessarily they are constantly conjoined.

Gist of Idea

For Hume a constant conjunction is both necessary and sufficient for causation

Source

report of David Hume (Treatise of Human Nature [1739]) by Tim Crane - Causation 1.2.2

Book Reference

'Philosophy: a Guide Through the Subject', ed/tr. Grayling,A.C. [OUP 1995], p.186


A Reaction

A helpful connection between Hume and the modern debate about conditions for causation (e.g. Mackie). It sounds as if, to spot the necessary condition, you need to independently see that A and B are causally related, which regularity does not allow.