In the third step of our series on the existence of God, we turn to the question of whether there can be more than one unconditioned reality. In Step 1, we saw that there must be at least one unconditioned reality. In Step 2, we saw that any unconditioned reality must be absolutely simple, outside space and time, immutable, and infinite. In Step 3, we will show that there is only one unconditioned reality.
Any unconditioned reality must be absolutely simple, without any incompatible states with other realities. (2.10) Thus, if there are multiple unconditioned realities, each must be absolutely simple and none incompatible with any of the others. (2.5 and 2.10) Furthermore, they cannot be distinguished by having different boundaries, for unconditioned realities have no boundaries. (2.5 and 2.10)
Thomas M. Cothran now writes at www.thomasmcothran.com. To read the rest of this article, go to www.thomasmcothran.com/uniqueness-existence-of-god/.