* Saturday, 2011-11-26 at 17:40 -0600 - John E. Clifford <kali9putra@yahoo.com>: > On Nov 26, 2011, at 12:29 PM, Martin Bays <mbays@sdf.org> wrote: > > > * Saturday, 2011-11-26 at 14:35 -0300 - Jorge Llambías <jjllambias@gmail.com>: > > > >> On Sat, Nov 26, 2011 at 12:41 PM, Martin Bays <mbays@sdf.org> wrote: > >>> Hmm. I wonder if I now finally understand part of xorlo: would you say > >>> that {lo broda} is equivalent, under this side-clause interpretation of > >>> {noi} you've just set out, to {le broda noi broda}? > >> > >> I can't think of any reason why not, but then I'm not completely > >> satisfied that I understand "le". > > > > Ah! Maybe this is progress! For my personal understanding of xorlo, that > > is. > > > > {le} to me seems pretty clear: {le broda} refers, wherever it appears, > > to some individuals which I have in mind or would have in mind > > if I thought about it (to steal pycyn's phrase), and which I hope you > > will be able to glork from a mixture of context and them being described > > as brodaing. > > > > Whether I actually believe them to broda is beside the point; presumably > > I do expect that you believe them to broda, or that you expect me to > > expect you to believe them to broda, or etc. > > > > Since there's a single intended referent-bunch, {le broda} is invariant > > under passing it through a negation. > > > > Obviously it isn't wholly immune to scope, because of the {ro da le > > broda be da} issue. > > > > I don't see why it should be even when the description doesn't > > explicitly mention bound variables; e.g. why {ro verba cu prami le > > mamta} shouldn't be a reasonable abbreviation of {ro verba cu prami le > > mamta be ri}, or why in {pu je ba ku mi'o jinga fi le bradi} we > > should have {le bradi} getting the same referents both times. > > It is a linguistic precondition of the collapse of parallel sentences > marked by {je}. I suppose it just seems odd to me that we don't allow the unfilled x2 of mamta in {ro da poi verba cu prami le mamta} to refer to da. > > xorlo seems to declare that it is constant in this way - unless I'm > > misunderstanding again? (Just being hopeful...) > > > > > > Anyway, {lo broda} just adds to {le broda} the side-claim that the > > referents *actually* broda, rather than merely that I expect you to > > think that they do (or otherwise understand me when I describe them as > > brodaing). OK! > > And subtracts the specificity that the in mind provision gives. It does? How can it be non-specific and yet not involve quantification?
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