la .xorxes. cu cusku di'e
> On Wed, Nov 6, 2013 at 8:54 AM, selpa'i <
sel...@gmx.de
> <mailto:
sel...@gmx.de>> wrote:
>
>
> I am worried that {.i zo'u broda} would become possible, and I don't
> see the benefit, let alone the beauty of it. The current prenex rule is:
>
> prenex = expr:((terms / free* ) ZOhU_clause free*) {return
> _node("prenex", expr);}
>
> which does allow {.i zo'u broda}.
>
> What *could* be done is this:
>
> prenex = expr:((terms / free+ ) ZOhU_clause free*) {return
> _node("prenex", expr);}
>
> which would make a {zo'u} only legal if *something* comes before it.
> This forbids the {.i zo'u broda}, but allows {.i coi pendo zo'u
> broda}, but I don't know if this is better. In any case, this would
> cause a weird but interesting exception to the handling of free
> modifiers in the language: A free modifier like SEI or COI would
> become equal to a term when it appears in a prenex.
>
>
> I don't think that would work, because "coi pendo" will be absorbed by
> text_1 before it has a chance to be absorbed by "prenex". In ".i coi
> pendo zo'u broda", "coi pendo" comes before the prenex and the prenex is
> in fact empty. I suspect that "terms / free* " in prenex could just as
> well (and should) be replaced simply by "terms?", because "free" in
> prenex will never get a chance to absorb anything.
I think you are right.
>
> I am rather neutral about this prenex business right now, but let me
> just say that I see among the goals of this experimental Lojban the
> simplification of the language, i.e. the elimination of exceptions.
>
>
> Some of the changes seem to be making the syntax more complex rather
> than simpler, but allowing empty prenex seems ok to me.
*nod*
Then this ZOhU would be similar to the new CU idea, which is to allow CU
even if no terms precede the selbri. Such a CU would no longer be a
bridi-head terminator, but a "mark selbri-slot" cmavo, analogous to how
FA marks sumti-slots. ZOhU, to keep the comparison, would then almost be
like a "signal upcoming bridi" cmavo. FA, CU and ZOhU would thus
constitute a loose family. (I like to look for such parallels as it
makes the language easier to teach and learn and lets one see regularity
where there is none :P )