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Message-ID: <170.33a8096.29127099@aol.com>
Date: Thu, 1 Nov 2001 04:32:09 EST
Subject: Re: [lojban] Bald men
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In a message dated 10/31/2001 1:55:06 PM Central Standard Time,=20
jimc@MATH.UCLA.EDU writes:


> As pc points out, English speakers could interpret the sentence two ways:
> "each and every man doesn't have hair", or "it's not true that every man
> has hair". A logician would pick the first one, Lojban is a logical
> language, and the Lojban text is constructed accordingly.
>=20

Actually, logicians regularly pick the second, as do linguists, by and larg=
e.

<Subj: Re: [lojban] Bald men=20=20=20
Date: 10/31/2001 1:55:06 PM Central Standard Time=20
From:=A0 =A0 jimc@MATH.UCLA.EDU (James F. Carter)
To:=A0 =A0 lojban@yahoogroups.com
=20=20=20=20
=20=20=20=20


I didn't notice that this question actually got answered.

On Sun, 28 Oct 2001, Invent Yourself wrote:
> The naku Wiki page says the following. Is it true?

jimc says: No.

> "All men don't have hair" can be represented in Lojban as
>=A0 =A0 =A0 =A0 ro nanmu na se kerfa

As pc points out, English speakers could interpret the sentence two ways:
"each and every man doesn't have hair", or "it's not true that every man
has hair".=A0 A logician would pick the first one, Lojban is a logical
language, and the Lojban text is constructed accordingly.

> which prenexes as
>=A0 =A0 =A0 =A0 naku ro da poi nanmu zo'u kerfa da

No, it doesn't.=A0 The author hoped for the second interpretation, but has
failed to use De Morgan's rules when re-ordering a negated sentence:
exchange "and" vs.=A0 "or", and likewise exchange existential vs. universal
quantification.>

Well, yes it does. Remember that the {na} next to the selbri (and the on o=
n=20
the following connective) are actually ALREADY at the leftmost end of the=20
prenex. All the quantifiers are thus already correct for that position -- =
it=20
is remembering that that is the problem, rather than the shifting problem=20
(which comes with moving {naku} back rightward.

<>=A0 =A0 =A0 =A0 It is false that for each X that is a man, (something) is=
X's hair
> which is true: some men are bald.>

Correct.

<Here's my rendition:

=A0 =A0 =A0 =A0 naku *su'o* da poi nanmu zo'u kerfa da
=A0 =A0 It's false that for even one X which is a man, there exists
=A0 =A0 =A0 =A0 =A0 =A0 Y [which is] the hair of X.
=A0 =A0 All men are bald.>

This is the other version, not the one we started with. This could also be=
=20
{roda poi nanmu zo'u naku kerfu da} to get the feel of the English.


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<HTML><FONT FACE=3Darial,helvetica><BODY BGCOLOR=3D"#ffffff"><FONT SIZE=3D=
2>In a message dated 10/31/2001 1:55:06 PM Central Standard Time, jimc@MATH=
.UCLA.EDU writes:
<BR>
<BR>
<BR><BLOCKQUOTE TYPE=3DCITE style=3D"BORDER-LEFT: #0000ff 2px solid; MARGIN=
-LEFT: 5px; MARGIN-RIGHT: 0px; PADDING-LEFT: 5px">As pc points out, English=
speakers could interpret the sentence two ways:
<BR>"each and every man doesn't have hair", or "it's not true that every ma=
n
<BR>has hair". &nbsp;A logician would pick the first one, Lojban is a logic=
al
<BR>language, and the Lojban text is constructed accordingly.
<BR></BLOCKQUOTE>
<BR>
<BR>Actually, logicians regularly pick the second, as do linguists, by and =
large.
<BR>
<BR>&lt;Subj: <B>Re: [lojban] Bald men</B>=20=20=20
<BR>Date: 10/31/2001 1:55:06 PM Central Standard Time=20
<BR><I>From:=A0 =A0 jimc@MATH.UCLA.EDU (James F. Carter)
<BR>To:=A0 =A0 lojban@yahoogroups.com
<BR></I>=20=20=20=20
<BR>=20=20=20=20
<BR>
<BR>
<BR>I didn't notice that this question actually got answered.
<BR>
<BR>On Sun, 28 Oct 2001, Invent Yourself wrote:
<BR>&gt; The naku Wiki page says the following. Is it true?
<BR>
<BR>jimc says: No.
<BR>
<BR>&gt; "All men don't have hair" can be represented in Lojban as
<BR>&gt;=A0 =A0 =A0 =A0 ro nanmu na se kerfa
<BR>
<BR>As pc points out, English speakers could interpret the sentence two way=
s:
<BR>"each and every man doesn't have hair", or "it's not true that every ma=
n
<BR>has hair".=A0 A logician would pick the first one, Lojban is a logical
<BR>language, and the Lojban text is constructed accordingly.
<BR>
<BR>&gt; which prenexes as
<BR>&gt;=A0 =A0 =A0 =A0 naku ro da poi nanmu zo'u kerfa da
<BR>
<BR>No, it doesn't.=A0 The author hoped for the second interpretation, but =
has
<BR>failed to use De Morgan's rules when re-ordering a negated sentence:
<BR>exchange "and" vs.=A0 "or", and likewise exchange existential vs. unive=
rsal
<BR>quantification.&gt;
<BR>
<BR>Well, yes it does. &nbsp;Remember that the {na} next to the selbri (and=
the on on the following connective) are actually ALREADY at the leftmost e=
nd of the prenex. &nbsp;All the quantifiers are thus already correct for th=
at position -- it is remembering that that is the problem, rather than the =
shifting problem (which comes with moving {naku} back rightward.
<BR>
<BR>&lt;&gt;=A0 =A0 =A0 =A0 It is false that for each X that is a man, (som=
ething) is X's hair
<BR>&gt; which is true: some men are bald.&gt;
<BR>
<BR>Correct.
<BR>
<BR>&lt;Here's my rendition:
<BR>
<BR>=A0 =A0 =A0 =A0 naku *su'o* da poi nanmu zo'u kerfa da
<BR>=A0 =A0 It's false that for even one X which is a man, there exists
<BR>=A0 =A0 =A0 =A0 =A0 =A0 Y [which is] the hair of X.
<BR>=A0 =A0 All men are bald.&gt;
<BR>
<BR>This is the other version, not the one we started with. &nbsp;This coul=
d also be {roda poi nanmu zo'u naku kerfu da} to get the feel of the Englis=
h.
<BR></FONT></HTML>

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