Firstly, four-dimensional accounts of time are argued to better explain paradoxes of change over time (often referred to as the paradox of the Ship of Theseus) than three-dimensional theories. A contemporary account of this paradox is introduced in Ney (2014), but the original problem has its roots in Greek antiquity. A typical Ship of Theseus paradox involves taking some changeable object with multiple material parts, for example a ship, then sequentially removing and replacing its parts until none of the original components are left. At each stage of the replacement, the ship is presumably identical with the original, since the replacement of a single part need not destroy the ship and create an entirely new one. But, it is also plausible that an object with none of the same material parts as another is not identical with the original object. So, how can an object survive the replacement of any of its parts, and in fact all of its parts? The four-dimensionalist can argue that the persisting object is a single space-time worm which has all the replacement stages as temporal parts, or in the case of the stage view that each succeeding stage bears a temporal counterpart relation to the original stage under discussion.