[Date Prev][Date Next][Thread Prev][Thread Next][Date Index][Thread Index]

Re: [lojban] "lo no"






From: Michael Turniansky <mturniansky@gmail.com>
To: lojban@googlegroups.com
Sent: Tue, May 17, 2011 10:55:30 AM
Subject: Re: [lojban] "lo no"



On Tue, May 17, 2011 at 10:43 AM, John E Clifford <kali9putra@yahoo.com> wrote:
Not to prolong the rhetoric, but, as is usually the case in this sort of argument, you are arguing from two different  points.  You claim that since {no da [flying teapot]} may be true, {lo no [flying teapot]} must be a legitimate _expression_.  tijlan is arguing that, since {lo broda} requires that there be a broda and {lo no broda} would claim that there is not one, {no lo broda} must be an illegitimate _expression_.
 
  (typo filter .. You obviously meant "lo no broda", but forgive you and love you anyway)

 Thanks! {no lo broda} is, of course, always legitimate.

  I suspect that you also regularly confuse being with existing, so that the fact that flying teapots do not exist is evidence that {lo broda} refers to nothing and thus {lo no broda} is legitimate.  If I have misunderstood you, I apologize, but it seems to me that you are wrong on all counts: the non-existence of flying teapots does not say anything about whether there are any; they may be in the universe of discourse ("be") but just not in the extension of "exists" (which is a predicate, at least in Lojban). 
 
  Maybe, maybe not.  But I'm trying to limit discussion to a limited universe of discourse.  In the case of flying teapots and trained-assassins-that-I'm-sending-you, those that exist.  In the case of dogs, those that are in the room.  We already know that xorlo permits us to leave things to context, so that's the context I'm working in.  It is the cardinality of those, nomei, that I'm trying to ascertain.  For does the inner qualifier refer to, other than cardinality?

Well, yes and no back atcha.  No matter how you limit the context initially, the flow of conversation may take you out of it
 (I remember a less with JCB which was to be about objects in the room and almost immediately got off  on abstractions and never touched an object in the room for several hours).  One quick way to go out of it is to use {lo broda} (conditions!) when there are not brodas in the original constraint.  Once you do that, you are caught in the paradox with {lo no broda}; you posit a nonempty [whatever] and then cannot truthfully or meaning fully say it is empty.

Since {no da broda} explicitly claims that there are no brodas (not only that they don't exist) it is incompatible with the legitimacy of {lo broda}, which is meaningful only if there are brodas.  Indeed, the use (in main clauses, say) of {lo broda} guarantees that there are broda and, thus, that {no da broda} is false.  In the logic of the situation, {lo no broda} implies that there are broda, but it says there is a [whatever] that contains none of them (and, presumably, nothing else neither).  But every [whatever] contains at least one thing, namely itself, and which, furthermore, is a broda.  So, the notion of {lo no broda} is simply contradictory. 
 
  I see your point, since "lo ci broda cu broda"  Where I don't think I agree is that I see "lo no broda cu broda", and "lo no broda cu to'e broda" as bothe being true.  That is, the mass composed of  the members of a null set is a weird beast  where any broda you stick in is irrelevant, since they all collapse onto the same thing -- a nothingness which simultaneously has every property in the universe except perhaps for "beingness" (whatever the heck that means) and "composed of the members of set a with non-zero cardinality".  You see it has having only one property -- "self-contradictoriness" ;-)

I'm not at all clear why you would think that everything is the of the empty setIt is, of course, (for C-sets) included in every set, but it is a member of relatively few and so has relatively few properties, probably not including broda nor to'e brodaNow, it is technically true that, if x is a member of the null set,  then x has whatever property you want, but that is true only because there are no such objects.  lo no broda, if it is anything, is an L-set, with a member and so the generalization does not apply.  The _expression_ (not the set) is self contradictory, since it claims at once to be an L-set (and so have a member) and yet to have no members.  For the same reason the mass (I take that to be your version of "[whatever]") of members of the null set (presumably a C-set) does not exist, because a mass cannot have no members and so there is no such thing.  And so, it has no properties at all. There is no referent of {lo no broda} and so {lo no broda cu brode} is simply not a complete sentence, since it lacks a meaningful first term.
 
The only loose links here are the claim that the use of{lo broda} requires that there are brodas or that such expressions refer to [whatever]s with the cited properties.  But both of these are fundamental to xorlo, which is, as I've said, about as official as anything here.  You can reject it, fo course, but that leaves you with the need to devise some other scheme that solves the problems that xorlo solves without getting into new ones.  I'd welcome that attempt, but having worked at it for 35 years, I'm not very sanguine.
 
 I don't reject it.  On the other hand, I don't reject the CLL's version of events, either.  Nor do I think the formulation will come up in ordinary conversation often enough to justify all the handwringing that's being done about it.  Let me ask you a question -- would it make things any easier if I said, "okay, I won't use an inner qualifier of no with 'lo', but I reserve the right to use it with 'le'"? I"m willing to live with that compromise, if that will make all your philosophical Gordian Knots go away.  Cause really, I just don't care that passionately about it, depsite all my responses to the contrary.sts
 
To be sure, I doubt that anyone is likely to actually say {lo no broda}, but your temptation to do so suggests a fundamental misunderstanding of the significance of {lo}.  Parts of the CLL version were known to be incomplete and even mistaken when they were written down, but they were the best we had.  Now we have better and should use them. 
Since the inner quantifier in a {le} _expression_ is part of the non-veridical character of such expressions, {le no broda} is not a problem.  It is also not a reference to an empty [whatever], since there aren't any, and so any oddities that you might think would follow from its use don't.
               --gejyspa
 
 
 



From: Michael Turniansky <mturniansky@gmail.com>
To: lojban@googlegroups.com
Sent: Tue, May 17, 2011 7:11:27 AM

Subject: Re: [lojban] "lo no"



On Tue, May 17, 2011 at 7:35 AM, tijlan <jbotijlan@gmail.com> wrote:
On 16 May 2011 13:13, Michael Turniansky <mturniansky@gmail.com> wrote:
>   No, I am not asking you to arbitrarily make one up.  I am asking you to
> think about exactly how many trained assassing I am sending your way,
> because all of them are deadly. (And if you think the answer is more than
> zero, that says a lot more about your paranoia then it does about lojban
> quanitifers.)

I already addressed that confusion of yours. Linguistic reference does
not hinge upon physical reality. You can make reference to some flying
teapot which doesn't physically exist or which you don't believe
physically exists. Since "is-flying-teapot" cannot say of nothing but
something, anything with the property "is-flying-teapot" is
necessarily of more than zero cardinality. When you say "I'm sending
the trained assassins your way", you are linguistically referring to
some non-zero entity; but I don't here have to assume that the
referred entity has a physical factual correlate (such an assumption
depends on the pragmatics, not syntax or semantics, of your statement,
and I'm informed by that pragmatics that you may not be stating a
physical reality).
 
 
  Right, but this is where we disagree.  I say you CAN say "is-flying-teapot" of a nothing.  I am not going to argue this point anymore, because you understand what I am saying, and I understand what you are saying.  No point in going round and round here.  Anymore sentences you say on this exact point will be ignored, but do not think that the fact of my ignoring them means I agree with you.  It just means I'm sick of the same points being raised again and again, as if repetition is a valid rhetorical style to get something across.
 

>> "three things" differ from "zero thing" primarily in that
>> they are both individually and collectively something as opposed to
>> nothing; and so on. As far as cardinality is concerned, the difference
>> between "zero" and "some" is more primitive than the difference
>> between "zero" and positive integers. The fact that "some" can be
>> meaningful in primitive terms of "non-zero" rather than of such
>> particulars as "one" or "three", warrants the act of making reference
>> to something with no provision for its specific total quantity.
>
>   It may not be integers, but I would think you defnitely have to be
> positive reals, at the very least in order to qualify "some". (su'o)

You don't always need to be able to qualify "some" with an exact
number, especially when what's at stake is the primitive difference of
something from nothing.
 
  I never said that you need to be able to qualify it with an _exact_ number.  I am saying that quantitiy, whatever it is, must be a non-negative, non-imaginary number, in order to be "somethingness" as opposed to a "nothingness"  You say much the same down below.
 
There are cases when a reference to
"non-nothing" is more meaningful than to "three things", for instance.
Suppose I want to change the paint of the walls of my room by today's
evening -- "I'm going to give them a new coat of paint":

mi ba punji lo cinta lo bitmu

What's important for me is that the walls will have different paint
than the current one -- whether one material or three hundred
materials of paints, not important. Not only I'm unconcerned with the
number of lo cinta to be applied, also this number is factually
undetermined; not only I don't subjectively know how many lo cinta I'm
going to use, also there is no objective answer to "lo xo cinta" as of
now. It might even turn out that the wall wouldn't after all change by
the evening because I had been too busy doing other things or I
changed my own mind.
 
  In the last case you have not put paint on the walls, or to put it another way, you have put "lo no cinta {of the paint you actually put on the walls}" on the walls (or "no lo {whatever amount you intended to put} cinta" on the walls.  The statements mean two different things, but refer to the same end result in the physical word)
 
Would these factors affect my reference to lo
cinta? Would I have made a meaningless statement by "mi ba punji lo
cinta lo bitmu" just because I epistemologically couldn't set a
specific cardinality for lo cinta?
 
  Again, you are bringing up a red herring.  The amount IS quantifiable, whether or not you (or anything) know what it is, can measure it, etc.  Even if it is a range, even if it is constantly chagning, is an eigenstate, whatever.
 
Would I have meant nothing by "lo
cinta" just because it eventually turned out to be none? No:
regardless of the physical reality, my sumti did refer to the concept
of some paint. The term "lo cinta" was primitively meaningful by
virtue of the reference to non-nothing, without any exact number as a
subjective or objective answer to "lo xo cinta".


>> In Lojban, only "no" can exactly quantify nothing, and all non-"no"
>> cardinalities can be defined by means of contrast to "no": "nonai". If
>> I had to fill the inner quantifier for "no lo xo broda" from your
>> example, I might say "nonai".
>
>   There's no such grammatical contruct,

no nai = PA NAI or PA UI = PA*

http://www.lojban.org/tiki/tiki-index.php?page=zasni+gerna+cenba+vreji

"NAI: Extended its grammar to that of indicators, i.e. it is allowed
after any word."

"nonai" would have the composite meaning of "other than zero". And the
set of cardinal numbers which are "other than zero" seem more than
undefinable:
 
 
  But that page is not canon.  That's xorxes' proposed extension of the grammar.
 
 

http://en.wikipedia.org/wiki/Cardinal_number


> but again, I would hate to think
> that you can mean by that negatives, or imaginary numbers.

"PA mei" never means a negative or imaginary number, insofar as the
interlocuters properly understand what cardinality is about.

 
  That's fine.  Like I said, if you are wiling to restrict its domain in that way, I have no problem with that.  But we already HAVE a construct that means that, za'uno  So you don't have to reinvent the wheel.  "nonai" would include things like ka'o and ni'ure. 
 
 
Such 'restrictive' compositions exist in other parts of the language.
For example, we don't say "ci lo pa gerku", because, however
syntactically valid, "ci" makes no sense in the composition that it's
in. Likewise, we shouldn't assume "nonai mei" could mean negatives or
imaginary numbers, because such are never to be in the scope set by
"mei" in its compositional relation to the preceding PA.
 
 
  But like I said, if you mean "greater than zero", than SAY that, not "non-zero".   Otherwise, that's as foolish as saying something like "magnetic poles always come in pairs, therefore when I say 'three poles', I really mean 'four poles' " (imperfect analogy, but you get my drift).  "nonaimei", it's very true, I might not imagine might mean anything other than non-negative reals, but "nonai" by itself does NOT suggest that, which is what you previously stated. "za'uno" on the other hand, always does.  Why not use it?
 
          --gejyspa
 
 
 

--
You received this message because you are subscribed to the Google Groups "lojban" group.
To post to this group, send email to lojban@googlegroups.com.
To unsubscribe from this group, send email to lojban+unsubscribe@googlegroups.com.
For more options, visit this group at http://groups.google.com/group/lojban?hl=en.

--
You received this message because you are subscribed to the Google Groups "lojban" group.
To post to this group, send email to lojban@googlegroups.com.
To unsubscribe from this group, send email to lojban+unsubscribe@googlegroups.com.
For more options, visit this group at http://groups.google.com/group/lojban?hl=en.

--
You received this message because you are subscribed to the Google Groups "lojban" group.
To post to this group, send email to lojban@googlegroups.com.
To unsubscribe from this group, send email to lojban+unsubscribe@googlegroups.com.
For more options, visit this group at http://groups.google.com/group/lojban?hl=en.

--
You received this message because you are subscribed to the Google Groups "lojban" group.
To post to this group, send email to lojban@googlegroups.com.
To unsubscribe from this group, send email to lojban+unsubscribe@googlegroups.com.
For more options, visit this group at http://groups.google.com/group/lojban?hl=en.