ronk wrote:Since you, ttt, and aran haven't come up a reasonable explanation of when the 'np' and 'hp' terms are appropriate in AIC notation, I'll be addressing that topic myself.
I'll try something else.
Hidden set (but let's use pair) logic starts out like this for example :
two cells ab, abc
there is no naked pair : if there was, there'd be no point.
there is no hidden pair as yet : if there was, there'd be little point (other than to remove the surplus candidates)
A statement can however be made :
either ab will turn out to be a hidden pair, or if that is not the case, then c is true.
Or in other words ab=c, start point for a chain (or not).
It strikes me as remarkably reasonable to call that hidden pair logic, and I do.
Some write hp(ab)=c.
I don't make reference to hp/ht/hq because I don't think it's necessary, nor brackets for the same reason.