Received: from VMS.DC.LSOFT.COM (vms.dc.lsoft.com [205.186.43.2]) by locke.ccil.org (8.6.9/8.6.10) with ESMTP id XAA28983 for ; Fri, 29 Sep 1995 23:27:55 -0400 Message-Id: <199509300327.XAA28983@locke.ccil.org> Received: from PEACH.EASE.LSOFT.COM (205.186.43.4) by VMS.DC.LSOFT.COM (LSMTP for OpenVMS v0.1a) with SMTP id BCFDFB59 ; Fri, 29 Sep 1995 23:06:57 -0400 Date: Fri, 29 Sep 1995 23:04:26 EDT Reply-To: jorge@PHYAST.PITT.EDU Sender: Lojban list From: jorge@PHYAST.PITT.EDU Subject: Re: quantifiers and existence X-To: lojban@cuvmb.cc.columbia.edu To: John Cowan Status: OR X-From-Space-Date: Fri Sep 29 23:27:58 1995 X-From-Space-Address: LOJBAN%CUVMB.BITNET@UBVM.CC.BUFFALO.EDU djer: > If "re broda" is equivalent to "re lo ro broda", then "lo re broda" is > equivalent to "lo re lo ro broda". What I've tried to tell you is that the "re broda" part inside the {lo re broda} is not at all like a stand alone {re broda}. If you don't accept that, then we will never agree about this. > Is this really necessary to say > 2 broda? No it isn't, and furthemore, it doesn't say that. {lo re broda} says at least one broda -- not two broda -- of the two that there are. > If we are going to create monstrous idomatic expressions in > lojban, I don't think the quantifier scheme is the place to do it. What monstrous idiomatic expressions? The standard {lo}-sumti is of the form: (1) Q1 lo Q2 broda Q1 is the quantifier. If not explicit, then it is {su'o}. Q2 is the cardinality. If not explicit, then it is {ro}. There is also the shorthand form: (2) Q1 broda where {lo} is omitted, and the cardinality Q2 cannot be made explicit. But notice that in this short form, the quantifier Q1 is a real quantifier, not just a cardinality like the Q2 of "Q1 lo Q2 broda". The Q1 of expression (2) is _not_ in any way equivalent to the Q2 of expression (1). It is equivalent to the Q1 of expression (1). Jorge