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(Proposals discussed in quantum cosmology since the 1980s that for example just involve requiring the universe to satisfy final but not initial boundary condition constraints do not fit well into my kinds of models.)
The curves have been rotated so as to fit into the frames provided.
And this observation fits precisely with the idea that complexity is easy to get by randomly sampling simple programs, but is hard for natural selection to handle in any kind of systematic way.
And this now potentially seems to fit quite well with what we have seen in this section .
out that there is behavior which does not happen to fit in with these assumptions, then typically the experiment will fail to notice it.
And part of what makes this possible is that particularly at the stage of the embryo most cells in an animal are not extremely rigid—so that even when different pieces of the animal grow quite differently they can still deform so as to fit together.
For if all these features were somehow explicitly and separately included, the rule would necessarily have to be very complicated to fit them all in.
And while they can get from one point to another through the large number of connections that define the background space, they cannot in a sense fit through a small number of connections in a thread.
But the fact that most modern computer languages are specifically set up to follow simple grammatical rules seems to make their structures particularly easy for us to learn—perhaps because they fit in well with low-level processes of human thinking.
And most often the stated reason for this would be that they do not seem to fit into any general framework of mathematical results, but instead just seem like isolated random mathematical facts.
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