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Re: [lojban] no'a



At 07:31 PM 8/6/01 +0000, Jorge Llambias wrote:

What do these mean?

1- la djan ba klama lo zarci pu le nu la meris no'a

   A) John will go to some store before Mary goes to it.
   B) John will go to some store before Mary goes to one.

2- la djan ba klama ro zarci pu le nu la meris no'a

   A) John will go to each store before Mary goes to it.
   B) John will go to every store before Mary goes to any.

3- la djan ba klama le zdani be vo'a pu le nu la meris no'a

   A) John will go to his home before Mary goes there.
   B) John will go to his home before Mary goes to hers.

The answer to all these is "unspecified", because indeed we did not decide exactly what no'a meant when used as a selbri, but put it in the language for use in le no'a le se no'a etc. in parallel with le go'i and le se go'i as ways of dealing with the sumti anaphora problem.

Relatively little time was given to the question of predication anaphora being used to "reuse" the predicate, except in the case of go'i for agreement and disagreement.

My first inclination is therefore to recast the above in go'i like terms and ask what they mean, then use the parallel for no'a. Thus
1- la djan ba klama lo zarci pu le nu la meris no'a

Means the same as
la djan ba klama lo zarci .ibabo la meris. go'i

and likewise for the other two.

I will beg answering your three questions in part because I think at least the "ro" question gets into quantificational issues, which we have all agreed I am less than competent to judge. In my opinion, the proper way to evaluate the sentence would be to a) use the parallel to go'i to judge how sumti are or are not copied by predicate anaphora, and b) export the quantifier to the prenex and using the indicated scope (which I think is long in this case) to determine the quantification of the ellipsized sumti in the anaphorized bridi. I'll let someone else say how this analysis actually comes out.

lojbab
--
lojbab                                             lojbab@lojban.org
Bob LeChevalier, President, The Logical Language Group, Inc.
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