Why does the problem of free will seem so intractable? I surmise that in large measure it does so because the free will debate, at least in its modern form, is conducted in terms of a mistaken approach to causality in general. At the heart of this approach is the assumption that all causation is fundamentally event causation. Of course, it is well-known that some philosophers of action want to invoke in addition an irreducible notion of agent causation, applicable only (...) in the sphere of intelligent agency. But such a view is generally dismissed as incompatible with the naturalism that has now become orthodoxy amongst mainstream analytical philosophers of mind. What I want to argue is that substances, not events, are the primary relata of causal relations and that agent causation should properly be conceived of as a species of substance causation. I shall try to show that by thus reconceiving the nature of causation and of agency, the problem of free will can be made more tractable. I shall also argue for a contention that may seem even less plausible at first sight, namely, that such a view of agency is perfectly compatible with a volitionist theory of action. (shrink)

E. J. Lowe; The problem of the many and the vagueness of constitution, Analysis, Volume 55, Issue 3, 1 July 1995, Pages 179–182, https://doi.org/10.1093/analys/.

E. J. Lowe; Impredicative identity criteria and Davidson's criterion of event identity, Analysis, Volume 49, Issue 4, 1 October 1989, Pages 178–181, https://doi.

E. J. Lowe; Are the natural numbers individuals or sorts?, Analysis, Volume 53, Issue 3, 1 July 1993, Pages 142–146, https://doi.org/10.1093/analys/53.3.142.

Say that a ‘practical decision’ is a momentary intentional mental action of intention formation. According to what I’ll call the ‘Decisional Prior Intention Thesis’ (‘DPIT’), each practical decision is intentional at least partly in virtue of the representational content of some previously acquired intention. DPIT is entailed by the following widely endorsed thesis that I’ll call the ‘General Prior Intention Thesis’ (‘GPIT’): each intentional action is intentional at least partly in virtue of the representational content of some previously acquired intention. (...) Alfred Mele argues that a certain kind of case impugns DPIT. I defend DPIT from Mele’s argument by showing that his focal case is impossible. I then develop a new argument for an important portion of DPIT – viz., the thesis that, necessarily, if at t you decide to A, then just before t you have an intention whose representational content enables it to play an intentionality-grounding role relative to an act of deciding to A. The defense of DPIT and argument for the indicated portion of it jointly foreground and shed new light on the phenomenon of practical unsettledness – i.e. the felt unsettledness about what to do that precedes a practical decision. (shrink)

When Kepler concluded that the orbit of Mars was not a circle, he was led to the belief that the orbit was an oval touching the circle at the apsides and lying within the circle at other points. In the definition of the oval, physical hypotheses played a primary role. Two forces were involved; a tractive force arising from the effect of the solar rays rotating with the sun, and a directing force arising from a natural instinct of the planet (...) itself. The former pushed the planet along the orbit while the latter enabled the planet to steer itself across the stream of the solar vortex in a small epicycle. In adopting this physical theory to determine the oval, Kepler was led into what he himself described as ‘a new labyrinth’. After several attempts to construct the oval, and by progressively eliminating the sources of error from his calculating procedures in order to arrive at an accurate mathematical formulation of the physical hypotheses, he was able to conclude that the oval was inconsistent with the empirical data and the physical theory in need of modification. (shrink)

Soon after receiving Bouvet's interpretation of the hexagrams of the I ching as binary numbers, Leibniz communicated this application of his binary arithmetic to Hans Sloane in a letter published here for the first time. The letter also included a report on the observations of the variable star in the neck of the Swan by Gottfried Kirch. Sloane sent a copy of the scientific parts of the letter to Flamsteed.