Date: Wed, 17 Dec 1997 07:58:45 -0500 (EST) Message-Id: <199712171258.HAA20681@locke.ccil.org> Reply-To: And Rosta Sender: Lojban list From: And Rosta Organization: University of Central Lancashire Subject: Re: la'e X-To: LOJBAN@cuvmb.cc.columbia.edu To: John Cowan Status: OR X-Mozilla-Status: 0011 Content-Length: 1862 X-From-Space-Date: Wed Dec 17 07:58:47 1997 X-From-Space-Address: LOJBAN@CUVMB.CC.COLUMBIA.EDU Lojbab: > >> ledu'u xukau ko'a badri cu du'u lesedu'u xukau ko'a badri > >> by the definition of descrriptors and se. > > > >No. A du`u is a proposition: something that is true or false. > >{xukau ko'a badri} is not true or false. In itself it does > >not express a bridi. > > Grammatically, du'u takes a bridi. You mean between {du`u .... kei}? That's a syntactic bridi, and that has no bearing on the properties of x1. > By definition, that which is in a du'u is a bridi. Are you talking about syntactic bridi or semantic bridi? At any rate, it is the case that the text between {du`u...kei} expresses a semantic bridi. > If a du'u + bridi is well defined, then by definition the > sedu'u+bridi must be equally well-defined, You have repeatedly asserted this, even though I have already explained why it is false. > even if logical jargon does > not have a term for it. What is the relationship between the x2 of du'u and > the x1 of du'u for a normal bridi? That same relationship applies to a > du'u+xukau bridi. This seems so obvsious that I find it hard to believe > that5 it is arguable. It is not arguable. You are correct. You are just missing the point. Look, it works like this. T is text between {du`u} and {kei}. P is proposition expressed by T. x1 = P x2 = some text that expresses P. If T includes Q-kau, then you cannot know what P is unless you know more about the larger sentence, S, containing T. Properties of P are dependent on properties of S. If you vary S, then P may alter, or there may even be no P at all. > The relationship between the x2 and the x1 is that the x2 is a text (not > necessarily in Lojban, if I recall) which expresses x1. Right. > WE know how to express the contents of x1, whether or not it is > a "proposition", and that x2 is any such expression. I'm not clear about what you mean. --And