On Sunday, May 12, 2024, at 12:13 AM, immortal.discoveries wrote:
> But doesn't it have to run the code to find out no?

The people who wrote the paper did some nice work on this. They laid it out 
perhaps intentionally so that doing it again with modified structures is easy 
to visualize.

A simple analysis would be to basically “tween” mathematics and graph structure 
as a vector from MLP to KAN to open a peep whole into the larger thing.

Right, a generalized software system test host… think reflection, many 
programming languages have reflection, so you reflect off of the test structure 
as the abstraction layer into a fixed computing resource measurement to rank.

It’s not difficult to generate the structures but how do you find the best 
candidates to run the tester on? Perhaps a coupling with some topology of 
computational complexity classes and see which structures push easiest into 
that?… or some other method… this is probably the difficult part... unless you 
just throw massive computing power at it :)

But yes, when you start thinking about it there might be a recursion where the 
MLP/KAN’s or whatever view themselves to self modify.

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