* Tuesday, 2014-11-04 at 20:23 -0300 - Jorge Llambías <jjllambias@gmail.com>:
>
> Doesn't (iii) always reduce to (i) though: pe [tag] ko'a = poi ke'a co'e
> [tag] ko'a?
CLL has it being less vague, though; e.g. {ko'a pe cu'u ko'e} is meant
to really be equivalent to {ko'a poi ko'e cusku ke'a}.
> I think when the tag tags an event as sumti tcita. the relationship between
> (i) and (ii-a) is pretty straightforward:
>
> broda .i [tag] bo brode ~ broda [tag] lo nu brode (for non-tenses)
>
> broda .i [tag] bo brode ~ broda .i brode [tag] lo nu broda (for tenses)
Concentrating on this tense case:
I don't really see how this {lo nu} would end up working.
e.g. in CLL's {mi klama le zarci .i ba bo mi klama le zdani}, and
supposing the context is such that there's a specific event of
market-going involved, presumably that forbids a kind reading of {lo nu
mi klama le zarci}, and so it will have to be a plural - the
(contextually relevant) events of my going to the market, of which there
may be many spread over a large swathe of time. Am I then meant to be
claiming that my going home is after all such events? Or at least one?
Or "most" of them?
I would say that the seltcita sumti should specifically involve the
event(s) involved in the first connectand.
> And for non-tenses, by analogy I think it has to be
>
> broda .i [tag] bo brode ~ broda .i broda [tag] lo nu brode
Did you mean to have a {je} here, and for it to be different from the
expansion of {broda .i [tag] bo brode} you gave above?
> > The only tricky bit is deciding what exactly the seltcita sumti of
> > the tag should be.
>
> "lo nu xu kau broda"., "the event of brodaing or not brodaing, whichever
> the case might be".
But which event(s)?
> Going back a bit, when someone says "carvi" they are not saying "there is
> some event of raining, x, and x happens". They may be saying "c is an event
> of raining and c happens", but not the first. If they were saying the
> first, there would be no way to negate the claim, because "na carvi" would
> be "there is some event of not raining, x, and x happens", which doesn't
> contradict the first claim, so "na carvi" would not be the way to negate
> "carvi".
But in a specific world at a specific time and position, it rains xor
not-rains, and in either case there's an event of raining / not-raining
enveloping that particular point. So "some event of not raining happens"
*is* equivalent, pointwise, to "no event of raining happens".
In other words, we're meant to be within the scope of any quantifiers
over spacetime/worlds when we make the substitution {broda} <-> {su'o nu
broda cu fasnu}.
I don't really know what {carvi} means - it depends on how exactly one is
meant to interpret this idea of "implicit tenses" - but I think that by
this argument it must be the same as whatever it is that {su'o nu carvi
cu fasnu} means.
Usually this would be a pretty empty move to make,
but I think it helps
with these connectives. {broda .i ba bo brode} <-> {da zo'u da nu broda
kei gi'e fasnu .i bo ba da brode}.
So e.g.
ca ro nu mi xagji kei mi klama lo zarci .e ba bo lo zdani
-> ca ro nu mi xagji kei da poi nu mi klama lo zarci zo'u ge da
fasnu gi ba da mi klama lo zdani
Even if that isn't the best way to formalise it, I feel sure that
something along these lines must be the right meaning, and that
ca ro nu mi xagji kei ge mi klama lo zarci gi ba lo nu mi klama lo
zarci kei mi klama lo zdani
is missing something crucial.
> Now, when A says "carvi", we may describe this as "there's some event of
> raining, x, and A says that x happens", but that's not the same as saying
> "A says that there's some event of raining, x, and x happens".
> So if by "quantifying over events" you mean that the speaker is quantifying
> over events, I don't see it.
>
> If you mean that you can interpret what the speaker is saying by
> quantifying over events, (i.e. the metalinguistic interpreter does the
> quantifying, not the speaker) then that may be,
I'm not sure I'm exactly saying either of these. I'm saying that {carvi}
is equivalent to {su'o nu carvi cu fasnu} in much the same way that it's
equivalent to {na na carvi} (although with a rather more complicated
logic involved). So what A says has the meaning of a quantification over
events.