Now, according to the novel hypothesis in Chinese New Year, suppose there is an alternative world with time as its face and space as its axis. What would it be like? In a limited space, creatures living in this world will see the past, present and future of each individual in space. This situation is a bit like a fairy tale in which a capable person can know the past, see the future and overlook the whole history. It is amazing. If the time plane exists, then the unidirectionality of time we understand now will be subverted, because on the same plane, starting from the same point, the feasible direction should be divergent in all directions, so the creatures living in this plane space must have the ability of "time travel".
In this case, if space is the axis of time plane, how to explain various cosmological hypotheses closely related to time and space in this new world? I don't think Leonardo will be the first science fiction writer to put forward such a hypothesis, but he explained the relationship between them simply and clearly with very vivid means and traditional folk fairy tales in China. This is related to the original multiverse hypothesis, because space is non-unique, or every probability possibility can be understood as a single space, then the space that becomes an "axis" cannot be as single as when time is an axis; At the same time, because each space can only have one time clue, at least according to the current physical theory hypothesis, there can only be one time plane with a certain space as the axis. From this, we can imagine that the overall state of this world with space as the axis and time as the surface should be flaky and layered, just like a pile of paper. Of course, "slice" and "slice", "layer" and "layer" are closely related, and there is no gap between real papers. In mathematical language, due to the continuity of the probability equation that determines the spatial position, these flaky worlds composed of "slices" and "layers" are actually like the same pile of infinitely extending "paper blocks", which are fully compressed and completely integrated. Of course, this "paper block" is not three-dimensional like the block object we understand, it is boundless, unless the newly developed physical hypothesis can measure the width of the "paper block".
Do you think, in theory, my understanding is a complete fantasy or a hypothesis that may be proved in the future?
thank you