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[98.139.212.254]) by gmr-mx.google.com with SMTP id bu17si13821761vdc.0.2011.11.26.20.57.01; Sat, 26 Nov 2011 20:57:02 -0800 (PST) Received-SPF: pass (google.com: best guess record for domain of kali9putra@yahoo.com designates 98.139.212.254 as permitted sender) client-ip=98.139.212.254; Received: from [98.139.212.151] by nm15.bullet.mail.bf1.yahoo.com with NNFMP; 27 Nov 2011 04:57:01 -0000 Received: from [98.139.212.233] by tm8.bullet.mail.bf1.yahoo.com with NNFMP; 27 Nov 2011 04:57:01 -0000 Received: from [127.0.0.1] by omp1042.mail.bf1.yahoo.com with NNFMP; 27 Nov 2011 04:57:01 -0000 X-Yahoo-Newman-Id: 667124.76370.bm@omp1042.mail.bf1.yahoo.com Received: (qmail 88233 invoked from network); 27 Nov 2011 04:57:01 -0000 X-Yahoo-Newman-Property: ymail-3 X-YMail-OSG: UV1Z1_EVM1kTfSFu1MEwHcspepFefksHuBUKjSBJcmXd77Q B9J_8h2vGADo8x0wz.FEWd6AZR40FzeFVODHxztXJWICqZ99QDZ4cs0NmLhe IjyJjdIiKsKTfaPOdbSIqdd1F3sCmc36S0zbzKUsjKrjsXkmFpJXPX2zJx8Z muhO3IsXq1AslxF4rI0LK13R6_b1xz3zhz8XejgtopMhpohrhGgUy_ePE0YY 2YsEJqihciPVUre3m4L4P09BK1K8Cr4thx4KAUF5XMxaf61aGoEaq9.6EMZ2 R5jioNSPaEMaXwnDL.RcE7Bdy6.sFmO2z5QWA2xP3KCbsKO0kbGm11k2wBnx wOltNoWnqpwuIxfUIFjpbOKKk_4JYEd8f0VkRLxvKlgB6Te4_jbBeFIazsY1 xQC.ZlqHOFcavEA-- X-Yahoo-SMTP: xvGyF4GswBCIFKGaxf5wSjlg3RF108g- Received: from [10.0.1.2] (kali9putra@99.92.108.41 with xymcookie) by smtp101-mob.biz.mail.bf1.yahoo.com with SMTP; 26 Nov 2011 20:57:01 -0800 PST References: <20111124044118.GF6112@gonzales> <20111126112901.GA27177@gonzales> <20111126154114.GC27177@gonzales> <20111126182915.GC15113@gonzales> <0D2E649E-01DD-4DDC-B7E8-0A58E1B9E6B2@yahoo.com> <20111127020424.GG19833@gonzales> In-Reply-To: <20111127020424.GG19833@gonzales> X-Apple-Yahoo-Original-Message-Folder: AAlojbanery Mime-Version: 1.0 (iPad Mail 8G4) Message-Id: <2411BD3B-83CC-4820-99F0-1ED60D42989F@yahoo.com> X-Mailer: iPad Mail (8G4) From: "John E. Clifford" X-Apple-Yahoo-Replied-Msgid: 1_11949164_AHXHjkQAAUjaTtGasALT4G+3gR0 Subject: Re: [lojban] semantic parser - tersmu-0.1rc1 Date: Sat, 26 Nov 2011 22:58:03 -0600 To: "lojban@googlegroups.com" X-Original-Sender: kali9putra@yahoo.com X-Original-Authentication-Results: gmr-mx.google.com; spf=pass (google.com: best guess record for domain of kali9putra@yahoo.com designates 98.139.212.254 as permitted sender) smtp.mail=kali9putra@yahoo.com; dkim=pass (test mode) header.i=@yahoo.com Reply-To: lojban@googlegroups.com Precedence: list Mailing-list: list lojban@googlegroups.com; contact lojban+owners@googlegroups.com List-ID: X-Google-Group-Id: 1004133512417 List-Post: , List-Help: , List-Archive: Sender: lojban@googlegroups.com List-Subscribe: , List-Unsubscribe: , Content-Type: text/plain; charset=ISO-8859-1 Content-Transfer-Encoding: quoted-printable X-Spam-Score: -0.7 (/) X-Spam_score: -0.7 X-Spam_score_int: -6 X-Spam_bar: / Sent from my iPad On Nov 26, 2011, at 8:04 PM, Martin Bays wrote: > * Saturday, 2011-11-26 at 17:40 -0600 - John E. Clifford : >=20 >> On Nov 26, 2011, at 12:29 PM, Martin Bays wrote: >>=20 >>> * Saturday, 2011-11-26 at 14:35 -0300 - Jorge Llamb=EDas : >>>=20 >>>> On Sat, Nov 26, 2011 at 12:41 PM, Martin Bays wrote: >>>>> Hmm. I wonder if I now finally understand part of xorlo: would you sa= y >>>>> that {lo broda} is equivalent, under this side-clause interpretation = of >>>>> {noi} you've just set out, to {le broda noi broda}? >>>>=20 >>>> I can't think of any reason why not, but then I'm not completely >>>> satisfied that I understand "le". >>>=20 >>> Ah! Maybe this is progress! For my personal understanding of xorlo, tha= t >>> is. >>>=20 >>> {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 describe= d >>> as brodaing. >>>=20 >>> Whether I actually believe them to broda is beside the point; presumabl= y >>> I do expect that you believe them to broda, or that you expect me to >>> expect you to believe them to broda, or etc. >>>=20 >>> Since there's a single intended referent-bunch, {le broda} is invariant >>> under passing it through a negation. >>>=20 >>> Obviously it isn't wholly immune to scope, because of the {ro da le >>> broda be da} issue. >>>=20 >>> 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. >>=20 >> It is a linguistic precondition of the collapse of parallel sentences >> marked by {je}. >=20 > 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. I would assume that (by a different process) the unfilled place their will = be taken to be {da}. But just what the process that gets to that is is unc= lear (surely, the {le} helps-- a clue from Basque again). >=20 >>> xorlo seems to declare that it is constant in this way - unless I'm >>> misunderstanding again? (Just being hopeful...) >>>=20 >>>=20 >>> 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! >>=20 >> And subtracts the specificity that the in mind provision gives. >=20 > It does? How can it be non-specific and yet not involve quantification? I suppose all quantifiers are by nature non-specific, but the converse does= n't hold. The lions, who are mucking in my garden, are not very specific l= ions; I know them by their deeds, not as individuals or even as a herd. I = don't, as the story has developed, even know how many they are or whether t= hey are the same each night. I would presumably know these things about le= cinfo. --=20 You received this message because you are subscribed to the Google Groups "= lojban" group. To post to this group, send email to lojban@googlegroups.com. To unsubscribe from this group, send email to lojban+unsubscribe@googlegrou= ps.com. For more options, visit this group at http://groups.google.com/group/lojban= ?hl=3Den.