Relational Space
Relational space is the theory set for the by Gottfried Leibniz that space is merely made up of the spatial relationships between objects. That is, space is defined just by the numerical distance between two bodies leading to the imp
1. Argument from composition a. How can non-extended simples compose extended bodies? i) Addition of zeros, no mater their quantity, sums to zero. Nonextended bodies, no matter their quantity, would ever be able to compose a composite body. Problem:
Monads=simple substance
Everything is made up of monads (the actual world)
Indivisible
No extension, shape, form, divisibility
bodies=phenomena=aggregates of monads (droplets in rainbow)
Exist as series of statesperceptions
They are a continuously changin
