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Galaxies and monadologies 1

This is just a quick note to be continued later. It is something I found in my notes while I writing on time and determination.

In Leibniz, the actual world is chosen before the present time. In neo-monadologies, one could resort to David Lewis schema and claim that the actual world is being chosen at any event, it being no more than this world. One could extend this schema to possible worlds of other galaxies, and the galaxy of the present world would be also this galaxy. (Galaxies are collections of worlds associated to logics, see our first article on this.) But in both cases, one is assuming an enclosed totality of possible worlds – the one God contemplates in the first time. There is a determinate domain of rooms in Pallas' palace. What is interesting about galaxies could be that there is no such totality.

Once Priest asked Alexandre and me what is the space of all worlds, possible and impossible. We never completely answered this question. I wonder if we can think of galaxies and develop a sound theory of worlds in general without answering it. This is maybe a way forward.


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