Hi Zoran,
I appreciate your description of the problem as you see it. There appear to be several issues:
Space and time independent versus 'block time'
Continuous versus discrete
Existence versus re-creation
First, space and time. I don't view space as 'a container'. I view the existence of the primordial field as "defining space". No field, no space. Second, you rightly remark that what Einstein got for his troubles was a [frozen] block-universe. This is what Ken Wharton writes of. But a key problem is that there is no 'now' in a block universe. On your page we discussed Daryl Janzen's essay[s]. Daryl analyzes time in detail that I cannot even touch in a comment, so I will simply refer you to him for the detailed answer. I conceive of a 3-D universe existing right now in time. I also agree with Daryl that relativists for a century have confused relativity of synchronicity [which is true] for relativity of simultaneity [which is false].
The next issue is continuous or discrete. There are at least three reasons that I opt for the continuum. The first, and most important, is that I can understand continuity, and I cannot conceive of a discrete universe. I've written elsewhere about topological awareness, which we are born with [but most forget] versus metric awareness, where we learned to overlay "distances" on our perceptions, so that we quickly pick the apple from the tree but do not waste much time trying to pick the moon from the sky, even though they appear visually to be about the same size. Topological, universal connectedness is real to me. The metric map which 'dis'-connects one from far places is a utilitarian overlay. The second reason is simplicity. While you say continuity is mathematically simple and "math doesn't work well in a universe of discrete entities", I've had mathematicians tell me continuity is far more complicated. But I'm a physicist, and physical continuity is simpler than discreteness. It does not bother me that the application of language to reality runs into problems. Language is required for "thinking" (a.k.a., "talking to oneself") but it is not required for awareness. In short, mathematical difficulties in dealing with reality do not concern me. Math emerges from physical reality, physical reality does not emerge from math. If it did one would expect no mathematical difficulties. Lest you conclude that I think math is irrelevant, my third reason is that my master equation for the one self-interacting field is scale-invariant (before symmetry breaks). This means that the solution can be multiplied by an arbitrary scale factor, and it is still a solution. But this means that there is no "smallest distance" as is required by discrete models.
There are probably other reasons for the continuum, but these three satisfy me.
By the way, the Master equation evolves such that terms on the left-hand side of the equation (interpretable as linear flow) are equal to terms on the right-hand side (physically interpretable as circular motion) only if they both equal a constant value, which has dimensions of action. Thus action is quantized or discrete, not space or time.
The final issue is something I don't understand, which is your insistence on re-creation versus existence. You insist that it's necessary for God to "re-create" a large universe of small things from moment to moment. For a continuum existing continuously in time, I don't see this at all. So you have framed things in a way that is inconsistent with the way I experience the world, and in a way I frankly cannot conceive physically. Yet you say that "elements of space are elements of gravity" which is how I began this comment, and how I formulated the Master equation. And you conclude that "the purpose of space, time, and gravity are all concerned with appreciating the persistent material of the universe [which] need not be re-created from moment to moment" which is my position. So we seem to agree on the big picture, but differ in details, which, as I've noted, is true of every essayist here. No two essays agree on all details. In other words we both appear to be realists and 'presentists' and view gravity as the key substance of the universe, with space implied by gravity and time passing right now. That puts us in closer agreement than some in this contest.
I quote Korzybski to the effect that "the map is not the territory". I believe the territory is physically real. Languages are used to draw maps. Philosophers use natural language, physicists use mathematical language. When physicists stick to real, measurable things, they have an advantage over philosophers. When physicists make up unrealistic things willy-nilly, as has been the case for about half a century, they get crazy things that don't match reality. I can see why this would upset philosophers. It upsets some physicists.
Thanks for the comment above. I hope my response satisfies you.
Best regards,
Edwin Eugene Klingman