Return-Path: <@FINHUTC.HUT.FI:LOJBAN@CUVMB.BITNET> Received: from FINHUTC.hut.fi by xiron.pc.helsinki.fi with smtp (Linux Smail3.1.28.1 #1) id m0r4WTu-00005bC; Mon, 7 Nov 94 17:59 EET Message-Id: Received: from FINHUTC.HUT.FI by FINHUTC.hut.fi (IBM VM SMTP V2R2) with BSMTP id 7142; Mon, 07 Nov 94 17:59:51 EET Received: from SEARN.SUNET.SE (NJE origin MAILER@SEARN) by FINHUTC.HUT.FI (LMail V1.1d/1.7f) with BSMTP id 7139; Mon, 7 Nov 1994 17:59:50 +0200 Received: from SEARN.SUNET.SE (NJE origin LISTSERV@SEARN) by SEARN.SUNET.SE (LMail V1.2a/1.8a) with BSMTP id 0274; Mon, 7 Nov 1994 16:56:39 +0100 Date: Mon, 7 Nov 1994 10:49:03 EST Reply-To: bob@gnu.ai.mit.edu Sender: Lojban list From: bob@GNU.AI.MIT.EDU Subject: {lo} excellent as is X-To: lojban@cuvmb.cc.columbia.edu To: Veijo Vilva Content-Length: 6313 Lines: 156 {lo} is excellent as is, but first, we must accept a change to the universe.... pcliffje@crl.com cusku di'e ... it is amazing how much we can say about something just on the basis of its veridical description, ... We can say almost all the historically interesting things about the assassin of Archduke Ferdinand without a clue that it was Gavrilo Princip. Yes, but only when we constrain the possible universe. If, as the `sumti' paper misleadingly suggests, {lo} marks the whole universe, then we can say nothing meaningful. After all, the whole universe may be infinite in time and space; the laws of nature may vary; it may include parallels, like those told by science fiction writers. We have opinions about the true nature of the universe, but we do not know. In the `whole universe' it might be true that the assassin of Archduke Ferdinand stopped as well as precipitated the First World War. The `sumti' paper says: ... examples like 7.7) [su'o] lo ci gerku cu blabi [some-of] those-which-really-are three dogs are-white are semantically anomalous; Example 7.7 claims that some dog (or dogs) is white, but also that there are just three dogs in the universe! This should be changed. We can avoid paradoxes of parallel worlds or limited numbers of dogs (unless we wish to talk about them) by presuming that the universe against which {lo broda} is veridical has constraints. Consider the following: .i lo mlatu cu grusi that-which-really-is/are cat(s) is/are gray The current default outer quantifier is {su'o}: .i su'o lo mlatu cu grusi at least one of that-which-really-is/are cat(s) is/are gray Now consider an inner modifier: .i su'o lo mi mlatu cu grusi at least one of that-which-really-is/are my cat(s) is/are gray I don't think there is any argument against this usage. The cat or cats really are, and they or it are really mine. Now for the controversial usage: .i su'o lo mi ci mlatu cu grusi at least one of those-which-really-are my three cats is/are gray My contention is that this is a good use of {lo}; I am saying that the universe of my cats consists of three of them. On the other hand, if {lo} must refer to the whole universe, then the utterance .i su'o lo mlatu cu grusi is meaningless since, of course, the utterance is very likely true. *Everything* is likely true in an infinite universe with variable laws, including contradictions. We don't know. In order to be able to utter meaninfully, the universe of {lo} must be constrained. Having said that, I can say .i pa lo ci mlatu cu grusi one of those-which-really-are three cats is gray Here I am not telling you in this utterance that these cats are mine, but I am telling you that the universe of this utterance contains exactly three real cats. Now for {le}. Suppose I say .i pa le vo mlatu cu zirpu one of those-which-I-am-designating as four cats is purple What is this telling you (besides the color of one entity)? This is telling you that what I am designating as a cat may not be `for real' in the epistemology of our dialogue. It could be for real, but it need not be. Veridicality is not part of the categorization. Until I provide you with more information, you don't know whether the one cat is a real cat, now dead of old age, that had a purplish tinge to its fur as a kitten or whether it is a picture of a cat drawn by my three year old niece. Had I used {lo}, you would have figured I am referring to the real, but dead cat, not the picture. ( A while back, Jorge said: I don't remember any use of {le broda} where the referent isn't a broda, Here is an example where the referent may not be the broda, at least not in the epistemology I am using [which is, a picture of a cat is not a real cat, even though one suggests the other]. ) Hence in terms of communication, {lo} is more specific, i.e., refers to a more closely delineated referent, than {le}. (Using the recent jargon definition, substitute `more definite in the mind of the listener' for `specific'. (And, of course, the referent may have fuzzy boundaries, hence the phrase, `more closely delineated '; this subsumes the case where the boundary is sharp.)) As for `specific' and `definite'. *Both* {le} and {lo} may be both + and - both qualities. How is that? Normally, {le broda} is considered specific in the mind of the speaker, if nowhere else. But the speaker is only *trying* to make a designation. He or she may not be succeeding.... The designation has the *goal* of being specific, but may not be. As a practical matter, a designation is likely to be specific, but it is false to claim a designation is always specific or definite. Indeed, I often take time in my own mind to create a specified designation. This is partly a matter of cognitive style; I mostly don't think in words, so converting a non-verbal thought to a designation is like composing a parable. (There are various side effects of cognitive styles: of people I know who think in words, one has a tendency to over-specify; another does not, and writes wonderfully definite descriptions.) Getting back to the controversy over default quantifiers for {lo}: the current default quantifiers, {su'o} outside, {ro} inside, work very well, but only if you accept that in every discourse you have an implicit or explicit context, which is exactly what has always been said about Lojban utterances. As Lojbab said: ... LO would not exist in Lojban without the veridicality criterion. "lo" is our version of JCB's "lea" (= all of those in the set that veridically are) which in Lojban is "ro lo". It was my suggestion to pc that "lo" be contrasted with "le" and thus usable with individuals out of that veridical set if appropriate, ENABLING non-specific selection from the veridical set to be the default, because "all broda" statements really aren't that useful in language when people are really concerned with truth values. Hence the outer quantifier "su'o". I see this construction as inspired. Robert J. Chassell bob@grackle.stockbridge.ma.us 25 Rattlesnake Mountain Road bob@gnu.ai.mit.edu Stockbridge, MA 01262-0693 USA (413) 298-4725