**additional readings in white box**

Section 7. We are further told that the monads lack windows.

•   L thinks that there is only one thing other than a substance, and this is an accident.  Accidents are modifications of substances: they are ways that that substance is.  If I am a substance, then my blueeyedness is an accident, as is my being a philosopher and so on.  Considered in this way, an accident is tightly bound to its substance.  One cannot take my blueeyedness and give it to someone else.  Even if my eyes were stolen and implanted somewhere else, then it would be that person who is blue-eyed, not I, and so it would become his blueeyedness, not mine.   It wouldn’t be my blueeyedness--the accident--that would be doing the traveling, but the eyes--the part.  Thus, Leibniz says picturesquely, an accident of mine cannot somehow leave me and go into you in such a way that by means of this accident something happens in you.  So, I can only cause effects in myself and you can only cause effects in yourself.

•   Presumably the person who claims we just directly act on someone else will think this to be question-begging.  Perhaps the argument is to be understood along the lines of the intuitions grounding a contact physics, supplemented with the idea that there can’t really be contact between monads.  First of all, the monads don’t have parts, and so they can’t touch.  Could we maybe have two monads at the same place at the same time?  But I think L doesn’t want to say that monads are literally spatial beings.  Or maybe we should think of the mutual independence of the monads.

•   There is an exception here: God.  If one exception, why not more?  But God’s causality is different.  It’s not that God affects monads once they’re created.  Rather, he just creates them at the start to act like He wants them to.

2. So what are monads like?  They are supposed to be like souls.  This may seem crazy at first, but the idea is that we are supposed to understand the unfamiliar in terms of the familiar.  We know what we ourselves are like: now the challenge is to find out what the rest of the world is like, and we do so on the model of ourselves.  This is a panpsychism of sorts.  A second justification for it is theoretical simplicity.  If we can give a philosophical account of the world using fewer entities, this is a good thing, as long as by doing so we do not give up something important.  Solipsism won’t do, for instance, because it forces us to give up on the objectivity of most of our perceptions.  Even if we do not in the end agree with Leibniz, it is an important thought experiment to see what we would have if we only had soulish things in the universe—we can then think about what this account leaves out.

3. We also get some arguments for the immateriality of the soul.  The first argument invokes the image of a mill.  Suppose that we could think without souls.  Well, we’d be thinking machines.  Imagine blowing us up so that our parts would be as big as the parts of a mill.  Where would perception be?

4. How are soul and body related?  This was a puzzle for the Cartesians.  Well, my soul is my central monad.  This is surrounded by other monads in a hierarchical way.  In fact, each monad is a central monad of something—perhaps something very small.  A given monad has perceptions of the things most closely surrounding it, and the echoing is mutual.  Monads have no windows so the way my mind “controls” the world is as follows.  I think something like: “Raise my arm!”  At the same time, my arm rises.  My thought came deterministically from previous thoughts because of appetitions.  My arm’s rising came deterministically from the previous physical states of my body.  God set up a pre-established harmony between the mind and the body that ensured this would work.

5. What makes something one thing is the interrelation of monads, and their hierarchical relation to the central monad.

6. A different story is given in the letter to Des Bosses.  Leibniz’s ecumenical scheme was that Catholics and Protestants would see that they could both accept Leibniz’s system, and hence would see that their disagreements aren’t so great.