Joseph Heled wrote:
> I think it is not an easy one. My personal view is that a position is
> "complex" if there are several *different*  top moves which are very
> close in equity. Now it all hangs on what "different" means :)

Maybe we can measure "different" as the cosine to the angle between the
neural net input vectors for the resulting positions?

(just throwing an idea out in the air. I have no clue if it will work?)

-Øystein


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