Ideas from 'Exigency to Exist in Essences' by Gottfried Leibniz [1690], by Theme Structure

[found in 'Leibniz Selections' by Leibniz,Gottfried (ed/tr Wiener,Philip P.) [Scribners 1951,]].

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7. Existence / A. Nature of Existence / 5. Reason for Existence
Possibles demand existence, so as many of them as possible must actually exist
                        Full Idea: From the conflict of all the possibles demanding existence, this at once follows, that there exists that series of things by which as many of them as possible exist.
                        From: Gottfried Leibniz (Exigency to Exist in Essences [1690], p.91)
                        A reaction: I'm in tune with a lot of Leibniz, but my head swims with this one. He seems to be a Lewisian about possible worlds - that they are concrete existing entities (with appetites!). Could Lewis include Leibniz's idea in his system?
God's sufficient reason for choosing reality is in the fitness or perfection of possibilities
                        Full Idea: The sufficient reason for God's choice can be found only in the fitness (convenance) or in the degree of perfection that the several worlds possess.
                        From: Gottfried Leibniz (Exigency to Exist in Essences [1690], p.92)
                        A reaction: The 'fitness' of a world and its 'perfection' seem very different things. A piece of a jigsaw can have wonderful fitness, without perfection. Occasionally you get that sinking feeling with metaphysicians that they just make it up.
10. Modality / E. Possible worlds / 1. Possible Worlds / a. Possible worlds
The actual universe is the richest composite of what is possible
                        Full Idea: The actual universe is the collection of the possibles which forms the richest composite.
                        From: Gottfried Leibniz (Exigency to Exist in Essences [1690], p.92)
                        A reaction: 'Richest' for Leibniz means a maximum combination of existence, order and variety. It's rather like picking the best starting team from a squad of footballers.