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Date: Wed, 26 Sep 2001 19:44:29 EDT
Subject: Re: [lojban] Re: noxemol ce'u
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In a message dated 9/26/2001 12:57:37 PM Central Daylight Time,=20
arosta@uclan.ac.uk writes:



> give some examples from ordinary English
> where we refer to functions. Or is it something that comes up only in
> technical logical and mathematical discussion? For example, are
> 'age', 'height', 'place of birth' functions? If so, then I think I can
> see how you ended up talking about functions, for it does seem
> that in current Lojban, {tu'odu'u ma kau mamta ce'u} would be the=20
>=20



I think all of the cases you cite and the rest of the lines on a typical=20
personnel form are good examples of functions of the sort I have in mind. =
=20
But in the process of doing that, I realized where (perhaps) the snarl is -=
-=20
back at indirect questions. You think that {tu'o du'u makau mamta ce'u}=20
ultimately gives a woman (or a name of a woman); I think it gives a=20
proposition. So we may be talking about the same thing and merely=20
disagreeing about what says it and how. I think that your view (if I am=20
being fair to it, as your cases suggest) is inconsistent, since it would ha=
ve=20
the wrong sorts of things in places like {djuno2}, but I am not sure. I'll=
=20
think on it more, once I am sure I have figured this out right.

<Okay. That could be helpful. Your < > notation didn't correspond to any
notation I am familiar with.>
What notations do you know? I can usually translate.

<However, normally a bridi preserves its meaning when subordinated (e.g.
#placed within an abstraction), so if {la djoun mamta ke'a} and {la djoun
#mamta ce'u} have a certain meaning as main clauses then that meaning
#ought to preserved when the bridi is subordinate. And that would then
#seem to stymie the meaning that ce'u and ke'a already have when
#within ka/du'u and noi bridi.>
#
#I don't find this particularly persuasive, since it is inside out.=A0 We h=
ave=20
#these critters well-defined in subordinate positions and not as main=20
clauses,=20
#so we can't say that the main clause meaning stymies the subordinate=20
meaning.=20
# We might say that it is hard to imagine a main clause meaning that would=
=20
not=20
#stymie the subordinate clause meaning, and that may be true of {kea}.=A0=20

Put it that way, then. It's what I meant.

#But arguing from what we hard a hard time imagining to "it ain't so" is=20
generally=20
#an awfully weak argument, since it collapses so easily to someone with a b=
it=20
#more imagination.

That is not how my argument works.>

Sorry if I've missed something, but what exactly, given your argument and=20
your agreement of my version above?

<if we had an explicit way of binding variables to NOI and to ka/du'u
#-- call it "goi'i" then we could replace ke'a and ce'u by da variables:
#
#=A0=A0 NOI=A0 .... ke'a =3D NOI goi'i da ... da
#=A0 ka/du'u ... ce'u =3D ka/du'u goi'i da .... da
#
#That would have been longerwinded than the current system, but would
#have overtly and explicitly expressed the way I understand ke'a and
#ce'u to work.>
#
#Well, I don't think that is historically accurate about how {ke'a} and=20
{ce'u}=20
#were selected=20

ke'a predates my involvement in Lojban, but throughout my era it has=20
always been well understood as a resumptive pronoun, in which case
my representation seems appropriate. 'Binding' here does not mean
quantifier-variable binding or coreference-binding; it means that
NOI is the intermediary whereby its modificand is coreferential to the
ke'a.

As for ce'u, that was inceived well into my era, so I think I can safely
assert that ce'u was seen as one of the arguments of the relation
denoted by the ka phrase.

I concede that my use of the term 'binding' was a bit loose.>

Yeah, but quite comprehensible. {ke'a}, you are saying, is the way that=20
relative clauses in Lojban mark the connection with the sumti to which they=
=20
attach, where it is anaphorized. And that is clearly right. Analogously, =
I=20
suppose you are saying that
{ce'u} marks the places where arguments are to be inserted in {ka} phrases =
to=20
create whatever it is they create (propositions in the {ka} case, right?). =
I=20
agree again, except that I don't see the use of {ce'u} limited to {ka} or=20
even NU, as the lambda variables are not limited to predicates.

<I am not competent to extrapolate the consequences of defining '"ce'u"
as "lambda variable". But I would take that as a rough description, not as
a definition. >

Whereas I take it as a definition and the limitation to NU as a mere=20
introductory -- because relatively clear -- example, to be gneralized upon=
=20
along lambda lines. Another case of the fuzziness of Refgram, though=20
pperhaps it could not have been foreseen as a problem back then.

<ce'u is an argument of ka (tho not a
syntactic sumti). That is, ce'u is the way that arguments of ka are
expressed linguistically>
Well, I would say "argument places" because the whole point is that the=20
actual arguments aren't expressed -- its a function to propositions or=20
whatever, not a proposition. And, of course, {ce'u} is a sumti=20
syntactically, as is {ke'a}; otherwise how could they perform thaeir=20
function? Maybe not one semantically, though.


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<HTML><FONT FACE=3Darial,helvetica><BODY BGCOLOR=3D"#ffffff"><FONT SIZE=3D=
2>In a message dated 9/26/2001 12:57:37 PM Central Daylight Time, arosta@uc=
lan.ac.uk writes:
<BR>
<BR>
<BR>
<BR><BLOCKQUOTE TYPE=3DCITE style=3D"BORDER-LEFT: #0000ff 2px solid; MARGIN=
-LEFT: 5px; MARGIN-RIGHT: 0px; PADDING-LEFT: 5px">give some examples from o=
rdinary English
<BR>where we refer to functions. Or is it something that comes up only in
<BR>technical logical and mathematical discussion? For example, are
<BR>'age', 'height', 'place of birth' functions? If so, then I think I can
<BR>see how you ended up talking about functions, for it does seem
<BR>that in current Lojban, {tu'odu'u ma kau mamta ce'u} would be the=20
<BR>normal way of talking about the mother-of function. </BLOCKQUOTE>
<BR>
<BR>
<BR>
<BR>I think all of the cases you cite and the rest of the lines on a typica=
l personnel form are good examples of functions of the sort I have in mind.=
&nbsp;But in the process of doing that, I realized where (perhaps) the sna=
rl is -- back at indirect questions. &nbsp;You think that {tu'o du'u makau =
mamta ce'u} ultimately gives a woman (or a name of a woman); I think it giv=
es a proposition. &nbsp;So we may be talking about the same thing and merel=
y disagreeing about what says it and how. &nbsp;I think that your view (if =
I am being fair to it, as your cases suggest) is inconsistent, since it wou=
ld have the wrong sorts of things in places like {djuno2}, but I am not sur=
e. I'll think on it more, once I am sure I have figured this out right.
<BR>
<BR>&lt;Okay. That could be helpful. Your &lt; &gt; notation didn't corresp=
ond to any
<BR>notation I am familiar with.&gt;
<BR>What notations do you know? &nbsp;I can usually translate.
<BR>
<BR>&lt;However, normally a bridi preserves its meaning when subordinated (=
e.g.
<BR>#placed within an abstraction), so if {la djoun mamta ke'a} and {la djo=
un
<BR>#mamta ce'u} have a certain meaning as main clauses then that meaning
<BR>#ought to preserved when the bridi is subordinate. And that would then
<BR>#seem to stymie the meaning that ce'u and ke'a already have when
<BR>#within ka/du'u and noi bridi.&gt;
<BR>#
<BR>#I don't find this particularly persuasive, since it is inside out.=A0 =
We have=20
<BR>#these critters well-defined in subordinate positions and not as main c=
lauses,=20
<BR>#so we can't say that the main clause meaning stymies the subordinate m=
eaning.=20
<BR># We might say that it is hard to imagine a main clause meaning that wo=
uld not=20
<BR>#stymie the subordinate clause meaning, and that may be true of {kea}.=
=A0=20
<BR>
<BR>Put it that way, then. It's what I meant.
<BR>
<BR>#But arguing from what we hard a hard time imagining to "it ain't so" i=
s generally=20
<BR>#an awfully weak argument, since it collapses so easily to someone with=
a bit=20
<BR>#more imagination.
<BR>
<BR>That is not how my argument works.&gt;
<BR>
<BR>Sorry if I've missed something, but what exactly, given your argument a=
nd your agreement of my version above?
<BR>
<BR>&lt;if we had an explicit way of binding variables to NOI and to ka/du'=
u
<BR>#-- call it "goi'i" then we could replace ke'a and ce'u by da variables=
:
<BR>#
<BR>#=A0=A0 NOI=A0 .... ke'a =3D NOI goi'i da ... da
<BR>#=A0 ka/du'u ... ce'u =3D ka/du'u goi'i da .... da
<BR>#
<BR>#That would have been longerwinded than the current system, but would
<BR>#have overtly and explicitly expressed the way I understand ke'a and
<BR>#ce'u to work.&gt;
<BR>#
<BR>#Well, I don't think that is historically accurate about how {ke'a} and=
{ce'u}=20
<BR>#were selected=20
<BR>
<BR>ke'a predates my involvement in Lojban, but throughout my era it has=20
<BR>always been well understood as a resumptive pronoun, in which case
<BR>my representation seems appropriate. 'Binding' here does not mean
<BR>quantifier-variable binding or coreference-binding; it means that
<BR>NOI is the intermediary whereby its modificand is coreferential to the
<BR>ke'a.
<BR>
<BR>As for ce'u, that was inceived well into my era, so I think I can safel=
y
<BR>assert that ce'u was seen as one of the arguments of the relation
<BR>denoted by the ka phrase.
<BR>
<BR>I concede that my use of the term 'binding' was a bit loose.&gt;
<BR>
<BR>Yeah, but quite comprehensible. &nbsp;{ke'a}, you are saying, is the wa=
y that relative clauses in Lojban mark the connection with the sumti to whi=
ch they attach, where it is anaphorized. &nbsp;And that is clearly right. &=
nbsp;Analogously, I suppose you are saying that
<BR>{ce'u} marks the places where arguments are to be inserted in {ka} phra=
ses to create whatever it is they create (propositions in the {ka} case, ri=
ght?). &nbsp;I agree again, except that I don't see the use of {ce'u} limit=
ed to {ka} or even NU, as the lambda variables are not limited to predicate=
s.
<BR>
<BR>&lt;I am not competent to extrapolate the consequences of defining '"ce=
'u"
<BR>as "lambda variable". But I would take that as a rough description, not=
as
<BR>a definition. &gt;
<BR>
<BR>Whereas I take it as a definition and the limitation to NU as a mere in=
troductory -- because relatively clear -- example, to be gneralized upon al=
ong lambda lines. &nbsp;Another case of the fuzziness of Refgram, though pp=
erhaps it could not have been foreseen as a problem back then.
<BR>
<BR>&lt;ce'u is an argument of ka (tho not a
<BR>syntactic sumti). That is, ce'u is the way that arguments of ka are
<BR>expressed linguistically&gt;
<BR> Well, I would say "argument places" because the whole point is that th=
e actual arguments aren't expressed -- its a function to propositions or wh=
atever, not a proposition. &nbsp;And, of course, {ce'u} is a sumti syntacti=
cally, as is {ke'a}; otherwise how could they perform thaeir function? &nbs=
p;Maybe not one semantically, though.
<BR></FONT></HTML>

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