On Wed, Apr 10, 2013 at 3:08 AM, Skip Cave <[email protected]> wrote:
> However, APL graphically relates the boolean OR and AND (v, upside-down v),
> while in J those two primitives are graphically unrelated (+. *.). Then
> there are primitives whose monadic functions aren't related, but whose
> dyadic functions are (< <. <:).

Note that J gives us both boolean OR and AND (+. *.) and Bayesian AND
and NOT (* -.). Also note that "NOT" was not originally a part of
Boolean algebra.  Some works have grafted "not" into boolean algebra
which vastly restricts the scope of Boole's work without providing any
of the generality of Bayes.

So we should expect some problems with representing "standard
mathematical notation" in this context.

-- 
Raul
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