Carl Ginet

If moral responsibility requires uncaused action, as I believe, and if a reasons explanation of an action must be a causal explanation, as many philosophers of action suppose, then it follows that our responsible actions are ones we do for no reason, which is preposterous. In previous work I have argued against the second premise of this deduction, claiming that the statement that a person did A in order to satisfy their desire D will be true if the person, while doing A, intended of that action that it contribute to satisfying their desire D, a condition that does not entail any causal connection between the explaining desire and the explained action. This claim has received trenchant criticism from Randolph Clarke. The main part of the present paper responds to Clarke’s latest objections. The rest of the paper addresses another worry about my account : does my non-causal sufficient condition hold as widely as it needs to if responsible, uncaused actions are as widespread as we would like to think?

In rejecting, In 1929-30, The complete independence of the elementary propositions--According to which any combination of truth-Values for any set of elementary propositions is logically possible--Wittgenstein did not reject an essential element of the "tractatus" system but rather one that fails to cohere with the central picture-Theory of propositions, According to which a method of truth-Valued representation must be capable of presenting 'competing alternative' representations, The false one of these alternatives being false because they fail to 'agree' or 'coincide' with reality, involves an unmotivated rejection of the idea that logical form should exhibit incompatibilities at the atomic level as well as the molecular level, And can be eliminated from the "tractatus" system without eliminating the atomicity of its metaphysics

ABSTRACT: This paper develops an account of what it is for a proposition to be self- evident to someone, based on the idea that certain propositions are such that to fully understand them is to believe them. It argues that when a proposition p is self-evident to one, one has non-inferential a priori justification for believing that p and, a welcome feature, a justification that does not involve exercising any special sort of intuitive faculty; if, in addition, it is true that p and there exists no reason to believe that the proposition that p is incoherent, then one knows a priori that p. The paper argues that certain deeply contingent truths, e.g., the truth that I would now express by saying “I exist”, can be self-evident to, and thus known a priori by, the person they are about at the time they are about; but, since they cannot be known a priori, or even expressed, by anyone else or at any other time, they should not count as a priori truths.

This paper first distinguishes three alternative views that adherents to both incompatibilism and PAP may take as to what constitutes an agent''s determining or controlling her action (if it''s not the action''s being deterministically caused by antecedent events): the indeterministic-causation view, the agent-causation view, and "simple indeterminism." The bulk of the paper focusses on the dispute between simple indeterminism - the view that the occurrence of a simple mental event is determined by its subject if it possesses the "actish" phenomenal quality and is undetermined by antecedent events - and Timothy O''Connor''s agent-causation view. It defends simple indeterminism against O''Connor''s objections to it and offers objections to O''Connor''s view.

The paper explicates a version of dispositionalism and defends it against Kripke's objections (in his "Wittgenstein on Rules and Private Language") that 1) it leaves out the normative aspect of a rule, 2) it cannot account for the directness of the knowledge one has of what one meant, and 3) regarding rules for computable functions of numbers, a) there are numbers beyond one's capacity to consider and b) there are people who are disposed to make systematic mistakes in computing values of functions they understand perfectly well.