From LOJBAN%CUVMB.BITNET@uga.cc.uga.edu Tue Nov 15 00:38:28 1994 Message-Id: <199411150538.AA03424@nfs1.digex.net> Date: Tue Nov 15 00:38:28 1994 From: bob@GNU.AI.MIT.EDU Subject: Re: Ralph believes someone is a spy In-Reply-To: <9411150214.AA11653@albert.gnu.ai.mit.edu> (message from Logical Language Group on Mon, 14 Nov 1994 16:23:00 -0500) Status: RO > > To not believe in something, one must acknowledge its > > existence. ex. To consciously not be prejudiced requires > > knowledge of prejudice. To not believe in God requires > > acknowledgment of God's existence... In addition to the nice distinctions that John Cowan made, it is worth noting that this exhibits a confusion of map with territory, a confusion between {lu'e} and {la'e}. Also, it is a good idea to substitute `purple flying elephants' for `God' so as to avoid confusion with the centuries' old theological argument with which this issue is associated. Suppose I want to make a judgement whether purple flying elephants exist `for real'. Do I have to first acknowledge they exist? What does `acknowledge' mean in this case? Or can I hypothesize what I might observe if purple flying elephants existed (and then search for evidence)? On the other hand, suppose I want to make a judgement whether purple flying elephants exist in someone's imagination... Do I have to first acknowledge they exist in someone's imagination? ... Is that relevant? The question is essentially an issue of mapping: does the map I have apply to the world `for real' (according to whatever epistemology I am using)?. Simply put, maps do not necessarily imply worlds; otherwise treasure maps would more often lead to gold. > 3) (Ex) (x is PFE) . (Ralph believes (~ (x exists))) > PFEs exist, and Ralph believes they do not exist. In this case, if Ralph were speaking Lojban, he would use {le} rather than {lo}. I, on the other hand, knowing that PFEs exist, would use {lo}. Ralph and I might then have a discussion, or he might ignore my attempt to claim a reality different from his. > 4) (Ex) (x is PFE) . ~ (Ralph believes (x exists)) > PFEs exist, and it isn't true that Ralph believes they exist. Same here. Ralph would use {le} when talking about PFEs. > 5) Ralph believes (~ (Ex) (x is PFE)) > Ralph believes that nothing exists which is a PFE. > = Ralph believes there are no PFEs. In this case, Ralph might use {lo} if he figures he is talking in a context in which PFEs are presumed to exist, even though in `real life' they do not. > 6) ~ (Ralph believes ((Ex) (x is PFE)) > It is not true that Ralph believes that PFEs exist. Yet again, Ralph might or might not use {lo} (or {loi}) depending on context. .i xu Ralf a mi pu pu'i viska loi zirpu je vofli xanto Is it true or false that Ralph and/or I can and have seen a purple and flying elephant?