Except flight simulators. They're great as long as they have realistic physics.
I have aphantasia but I would say that spatial reasoning is one of the things my brain is the best at
There is hope. Experimental observation is, that in most cases the coupled high dimensional dynamics almost collapses to low dimensional attractors.
The interesting thing about these is: If we apply a measurement function to their state and afterwards reconstruct a representation of their dynamics from the measurement by embedding, we get a faithful representation of the dynamics with respect to certain invariants.
Even better, suitable measurement functions are dense in function space so we can pick one at random and get a suitable one with probability one.
What can be glanced about the dynamics in terms of of these invariants can learned for certain, experience shows that we can usually also predict quite well.
There is a chain of embedding theorems by Takens and Sauer gradually broadening the scope of applicability from deterministic chaos towards stochasticly driven deterministic chaos.
Note embedding here is not what current computer science means by the word.
I spend most of my early adulthood doing theses things, would be cool to see them used once more.
I think the author skips past the real answer right here. The old books haven’t gone away. Even if we assume there are good new books, they have to compete with the supply of existing books, which grows without bound - unlike the time and attention of consumers.
Every form of media has this problem. A human lifetime can only consume so many books, so many films, so many hours of music. A new movie comes out: what are the odds of it being more worth your while than one on the existing IMDb Top 1000? Decreasing.
Books are no different. What are the odds that something new is going to displace something existing off the shortlist of greats that you already don’t have time to read?