In full disclosure I haven’t read the article yet, I will do so after this comment. But reading, I just wanted to mention something that sprang to mind. Gödels

In full disclosure I haven’t read the article yet, I will do so after this comment. But reading, I just wanted to mention something that sprang to mind. Gödels incompleteness theorem. In that case, we know for sure that we will never find a list of complete and consistent axioms for all mathematics. We do not need omniscience for this, it’s something we know for sure we will never learn. I think there are more examples, I remember one of my professors mentioning off the cuff he believes P vs NP will never be proven one way or another because it’s most likely one of those problems that simply don’t have a solution. Or, maybe the Heisenberg uncertainty principle is another example. We know for sure there are limitations on the knowledge we can have. I don’t think it’s unfair to imply a limit to our knowledge. I’m not saying the universe’s beginning necessarily falls into this category, I honestly don’t know. But there are for sure classes of problems that by their very nature cannot be known, or cannot be known with certainty.