On the "spatialization" of time - Events in space and in time

Events always also stay the same distance apart in space. An object located at a certain region of space exclusively occupies that region. Two physical objects cannot be in the same place at once. By contrast, an event located at a certain point in time is not the exclusive occupant of that point in time. Many events are occurring at any particular moment. (Edward Feser, Aristotle's Revenge, p. 275)

Are events in space analogous to events in time? Edward Feser does not think so. For him, while two physical objects cannot be in the same place at once, many events are occurring at any particular moment. However, here again Feser does not adequately represent the issue, as I will show.

When we mention that two physical objects cannot occupy the same place at the same time, it is evidently clear that there are two factors in play - "not same place," and "not same time." Two objects can occupy the same place at different times, or they can occupy two different places at the same time. Likewise, if we move forward with the analogy, two events cannot be occurring at the same time at the same place. Two events can occur at the same time but different places, or they can occur at two different times at the same place. Notice that I have just swapped the "place" and "time" in the sentences to show that events in time are analogous to events in space, contra Feser's assertion to the contrary.

When Feser said that "many events are occurring at any particular moment," that is true but it is not the whole picture. If two objects cannot be in the same place at once, then we must add the same qualifier analogously and then we will note that it is false that "many events are occurring at any particular moment" at the same place. Feser's objection only works if the analogy is not played out in full, for once it is played out, the analogy between space and time does work.