From pycyn@aol.com Sat Dec 22 17:44:35 2001 Return-Path: X-Sender: Pycyn@aol.com X-Apparently-To: lojban@yahoogroups.com Received: (EGP: mail-8_0_1_3); 23 Dec 2001 01:44:35 -0000 Received: (qmail 76494 invoked from network); 23 Dec 2001 01:44:34 -0000 Received: from unknown (216.115.97.167) by m3.grp.snv.yahoo.com with QMQP; 23 Dec 2001 01:44:34 -0000 Received: from unknown (HELO imo-d07.mx.aol.com) (205.188.157.39) by mta1.grp.snv.yahoo.com with SMTP; 23 Dec 2001 01:44:34 -0000 Received: from Pycyn@aol.com by imo-d07.mx.aol.com (mail_out_v31_r1.9.) id r.10e.9b28d45 (3981) for ; Sat, 22 Dec 2001 20:44:28 -0500 (EST) Message-ID: <10e.9b28d45.295690fc@aol.com> Date: Sat, 22 Dec 2001 20:44:28 EST Subject: Re: [lojban] Re: Binary Language To: lojban@yahoogroups.com MIME-Version: 1.0 Content-Type: multipart/alternative; boundary="part1_10e.9b28d45.295690fc_boundary" X-Mailer: AOL 7.0 for Windows US sub 118 From: pycyn@aol.com X-Yahoo-Group-Post: member; u=2455001 X-Yahoo-Profile: kaliputra X-Yahoo-Message-Num: 12678 --part1_10e.9b28d45.295690fc_boundary Content-Type: text/plain; charset="US-ASCII" Content-Transfer-Encoding: 7bit This makes no sense -- even ignoring the lack of an explanation of what 'based on binary" means. Any human expression can be binarized and every binary expression can be vocalized, each in a number of quite trivial ways. So this does not reflect a relevant difference unless -- and until -- we have some nontrivial difference pointed out. I didn't see that in the remainder of this short sketch. Huh? Sentence consists of 1) a truth table -- of what? typically truth tables are for sets of sentences, so this sounds like an infinite regress -- each sentence has a truth table for a set of sentences which each have a truth table for.... Alternatively, a truth table for a single sentence just has two values (or whatever the basic range is). 2) two arguments (names/pronouns?) 3) an operation -- on what? 4)sentence tags that identify and argument that operates on the sentence itself -- again terminological problems: arguments typically are not things that operate on setences or anything else, rather they are what are operated on. Is this the order in which the components of a sentence occur or can the pieces be jumbled toether hoggledy-piggledy? Heres is that problem come in -- since each sentence contains a truth table and each sentence is in agroup for purposes of some truth table which deals with the following sentences, where is the truth table that actually deals with what? I take it that this is an attempt to deal with the problem that Lojban (and usual logical notation) does not do expeditiously, namely connections among more that two sentences, but the statement here is not clear enough to see whether it is useful. I would have expected that sentences per se did not have truth tables as essential parts but sentence groups (?paragraphs?) did: essentially the list of values for the appropriate combination of the sentences in the group in the usual order). Ideas ain't words and conversely, though I think the plan here is for a very tight relation between "basic ideas" and "basic words" (whether the first notion really makes absolute sense, it can be used relative to a aprticular system; the second of course is just gismu, I suppose). The next sentence is grammatically obscure in one place but later examples explain it: there are four kinds of ideas, depending on adicity first (0, 1, and 2 places) and, in the case of 2, on whether the "subject" is the first or second term. There are also basic and derived words (I think "idea" is essentially "predicates", and I have interpreted "base" and "custom" ). Can ever idea be reduced to either a medadic, monadic or dyadic relation? How do we partitiion up "give"? And so on? Is this the same as the "operation" mentioned earlier? Apparently not exactly for -- as near as I can make out -- that might be an "idea," whereas operators are strings of ideas: read "gismu" and "tanru", apparently -- with Lojban rules. Why are there two arguments in every sentence is some operations are medadic and some monadic (what are the extra arguments? Come to that, what are arguments altogether?) For instance, by putting the code for left paren and righ parent before and after the codes for the operators? Does this mean that when we come to refer to the same thing again, it gets an ID that consists of the backcount to its previous occurrence? If so, then how is it referred to the third time, when the count will presumably be different? So, that is probably not what the ID is: How does it get its initial reference? If this is simple enough, why not use it as you say as both pronoun and name (repetition is also anaphora)? If we need a backcount, what do we do with subordinate references within references or are they eliminated somehow? How id "John's mother" dealt with, in other words? Why does a tag need two arguments (what are tags anyhow? no examples so far). The final muck (base conventions undefined -- I take it that some of you can recognize familiar patterns here) does not answer any of these questions, alas. --part1_10e.9b28d45.295690fc_boundary Content-Type: text/html; charset="US-ASCII" Content-Transfer-Encoding: 7bit <Natural languages are based upon the human vocal capabilities, whereas this is based upon binary.  It is expected that this main difference will reveal how our vocalization limits have limited our range of thought.>

This makes no sense -- even ignoring the lack of an explanation of what 'based on binary" means.  Any human expression can be binarized and every binary expression can be vocalized, each in a number of quite trivial ways.  So this does not reflect a relevant difference unless -- and until -- we have some nontrivial difference pointed out.  I didn't see that in the remainder of this short sketch.

<The sentence is the basic unit of the language.  Everything must be contained in sentences.  It consists of a truth table, 2 arguments, an operation, and 0 or more sentence tags.  The sentence tags serve to identify an argument that operates on the sentence itself.>

Huh?  Sentence consists of  1) a truth table -- of what?  typically truth tables are for  sets of sentences, so this sounds like an infinite regress -- each sentence has a truth table for a set of sentences which each have a truth table for....  Alternatively, a truth table for a single sentence just has two values (or whatever the basic range is). 2) two arguments (names/pronouns?)  3) an operation -- on what? 4)sentence tags that identify and argument that operates on the sentence itself -- again terminological problems: arguments typically are not things that operate on setences or anything else, rather they are what are operated on. 
Is this the order in which the components of a sentence occur or can the pieces be jumbled toether hoggledy-piggledy?

<All sentences belong to a group for purposes of a truth table.  This gives all the combinations of true and false of the following sentences.>
Heres is that problem come in -- since each sentence contains a truth table and each sentence is in agroup for purposes of some truth table which deals with the following sentences, where is the  truth table that actually deals with what? 
I take it that this is an attempt to deal with the problem that Lojban (and usual logical notation) does not do expeditiously, namely connections among more that two sentences, but the statement here is not clear enough to see whether it is useful. I would have expected that sentences per se did not have truth tables as essential parts but sentence groups (?paragraphs?) did: essentially the list of values for the appropriate combination of the sentences in the group in the usual order).

<An idea is the basic word of the language.  They are divided into 0, 1, 2 with focus 1, and 2 with focus 2 argument ideas, as well as base and custom.  0 argument ideas are useful for expressing attitudes (interjections), such as "ARGH".  1 argument ideas are for intransitive verbs, descriptions ("is"), or identification ("is a").  2 argument ideas are for transitive verbs.  The focus must be set to 1 for the rightmost idea in a sentence op.>

Ideas ain't words and conversely, though I think the plan here is for a very tight relation between "basic ideas" and "basic words" (whether the first notion really makes absolute sense, it can be used relative to a aprticular system; the second of course is just gismu, I suppose).  The next sentence is grammatically obscure in one place but later examples explain it: there are four kinds of ideas, depending on adicity first (0, 1, and 2 places) and, in the case of 2, on whether the "subject" is the first or second term.  There are also basic and derived words (I think "idea" is essentially
"predicates", and I have interpreted "base" and "custom" ).  
Can ever idea be reduced to either a medadic, monadic or dyadic relation?  How do we partitiion up "give"?  And so on?

<An operator is one or more idea words.  In this list, the words modify the word to their right.  The rightmost idea word will always define the appropriate number and description of the arguments to be used.  Parentheses can be used to group items together, but the right modifying rule remains. >

Is this the same as the "operation" mentioned earlier?  Apparently not exactly for -- as near as I can make out -- that might be an "idea,"  whereas operators are strings of ideas: read "gismu" and "tanru", apparently -- with Lojban rules.
Why are there two arguments in every sentence is some operations are medadic and some monadic (what are the extra arguments?  Come to that, what are arguments altogether?)

<The amount and location of parentheses are coded into binary using an algorithm to be determined>
For instance, by putting the code for left paren and righ parent before and after the codes for the operators?

<A reference is the basic way of referring to something more than once.  It first must be assigned an ID with a backcount to count arguments backwards in order to point to a previous argumnet.  All arguments count when looking backwards...thus it can be assumed that a sentence has 2 arguments plus 2 for every tag. 

After, it can be used by refering to the ID.  In this way, the reference serves as both the pronoun (he, she, it), and the name.>

Does this mean that when we come to refer to the same thing again, it gets an ID that consists of the backcount to its previous occurrence?    If so, then how is it referred to the third time, when the count will presumably be different?  So, that is probably not what the ID is: How does it get its initial reference?  If this is simple enough, why not use it as you say as both pronoun and name (repetition is also anaphora)?
If we need a backcount, what do we do with subordinate references within references or are they eliminated somehow?  How id "John's mother" dealt with, in other words?
Why does a tag need two arguments (what are tags anyhow? no examples so far).

The final muck (base conventions undefined -- I take it that some of you can recognize familiar patterns here) does not answer any of these questions, alas.
--part1_10e.9b28d45.295690fc_boundary--