Ruminations.

Posted by Kazper at 1:02pm Feb 27 '09
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--An affix is an [[attach]], indivisible term that's made out of a combination of phonemes and graphemes and that represents an incomplete part of a [[constant]] phrase xor an incomplete, whole. [[variable]] phrase. It conveysnot part of the meaning it represents. It has a dictionary entry.
--A prefix is an [[attach]], indivisible term that's made out of a combination of unvoiced, aspirated consonants and vowels (C'V, C'VV, C'C'V) and that represents an incomplete part of a [[constant]] phrase. It conveysnot part of the meaning it represents. It has a dictionary entry.
--A suffix is an [[attach]], indivisible term that's made out of a combination of voiced, unaspirated consonants and vowels (CV, CVV, CCV) and that represents an incomplete, whole, [[variable]] phrase. It conveysnot part of the meaning it represents. It has a dictionary entry.
--A morpheme is a free, indivisible term that's made out of a combination of phonemes and graphemes (all morphemes start with an unvoiced, aspirated consonant and end with a voiced, unaspirated consonant. All intermediate consonants are unvoiced, aspirated consonants). It represents a complete, whole, [[constant]] phrase xor a complete sentence xor some complete sentences xor an incomplete sentence. It conveysnot part of the meaning it represents. It has a dictionary entry.
--A word is a free, divisible term that's made out of one affix xor a combination of affixes and one morpheme xor one compound xor one [[member classifier]]. It represents a complete, whole, [[constant]] phrase or a complete, whole, [[variable]] phrase. It conveys a complete part of a [[constant]] phrase or a complete whole [[variable]] phrase. It has xor hasnot a dictionary entry.
--A prefixal word is a free, divisible term that's made out one prefix and one morpheme xor one prefixal word xor one compound xor one [[member classifier]]. It represents a complete, whole, [[constant]] phrase. It conveys a complete part of a [[constant]] phrase. It has a dictionary entry.
--A suffixal word is a free, divisible term that's made out one suffix xor more than one suffix and one morpheme xor one prefixal word xor one compound xor one [[member classifier]]. It represents a complete, whole, [[variable]] phrase. It conveys a complete, whole, [[variable]] phrase. It hasnot a dictionary entry.
--A compound is a free, divisible term that's made out of two morphemes xor two [[member classifiers]] xor one morpheme and one [[member classifier]] and vice versa, xor one morpheme and one prefixal word andnot vice versa, xor one [[member classifier]] and one prefixal word andnot vice versa. It represents a complete, whole, [[constant]] phrase. It conveys a complete part of a [[constant]] phrase. It has a dictionary entry.
--A [[classifier compound]] is a free, divisible term that's made out of two morphemes xor two prefixal words xor two compounds xor two [[member classifiers]] xor one morpheme and one prefixal word, xor one morpheme and one compound, xor one morpheme and one [[member classifier]], xor one prefixal word and one compound, xor one prefixal word and one [[member classifier]], xor one compound and one [[member classifier]]. It represents a complete, whole, [[incidental]] phrase. It conveys a complete part of an [[incidental]] phrase xor it conveys a complete whole [[incidental]] phrase. It hasnot a dictionary entry.
--A [[member]] is an [[attach]], indivisible term that's made out of a combination of unvoiced, aspirated consonants and vowels and that represents nothing. It conveys a number [[as it is equivalent to a [[member]] in a [[member classifier]] that represents a number.]] It hasnot a dictionary entry.
--A [[classifier]] is an [[attach]], indivisible term that's made out of a combination of voiced, unaspirated consonants and vowels (CV, CVV, CCV) and that represents a term that represents a category. It conveysnot part of the meaning it represents. It has a dictionary entry.
--A [[member classifier]] is a free, divisible term that's made out of one [[member]] and one [[classifier]] and that represents a complete, whole, [[constant]] phrase. It conveys part of the meaning that it represents. It has a dictionary entry.

I think that "[morpheme]Lq[sfx]Lu[ [[ccc]] ]" is not to be considered a [[classifier compound]] since the [[classifier compound classifier]]: [ [[ccc]] ] does not attach to the suffixal word: [morpheme]Lq[sfx]. I think then... that perhaps terms like these should just be called complex terms... This term would be a suffixal word and a [[classifier compound]]...

There's potential ambiguity when allowing the rustem/nycj of a prefixal word to be a compound and allowing the first term of a compound to be a prefixal word... Perhaps I won't allow a prefixal word as the first term of a compound... It may be inconvenient at times. But those times may be few anyways...
Example: "[prefix]Lw[morpheme]Li[morpheme]" Is this a prefixal word with a compound rustem or is it a compound with a prefixal word as its first term...? Is it:
"[prefix]Lw[morpheme][morpheme]" or
"[prefix][morpheme]Li[morpheme]"?
If I don't allow a prefixal word as the first term of a compound there'll never be any ambiguity. Example: [pfx][pfx][pfx]Lw[ [[member classifier]] ]Li[pfxal word]Lq[sfx]Lu[ [[classifier compound classifier]] ]
The first rustem is the compound: [ [[member classifier]] ]Li[pfxal word].
The suffix and the [[classifier compound classifier]] each attach directly to the prefixal word which is: [pfx][pfx][pfx]Lw[ [[member classifier]] ]Li[pfxal word] whose rustem is: [pfx][pfx]Lw[ [[member classifier]] ]Li[pfxal word].

I would like to be able to use a prefixal word as the first term in a compound though because of English compounds such as: care-giver which I would convey as: giver-care (giver that give care). I may create a prefix seperater that indicates that the prefixal word is the first term in a compound... So: if a prefixal word is the first term in a compound the prefix seperater would change from "Lw" to "Lx". A prefixal word with a rustem that is a compound that has a prefixal word as its first term could look like this: [pfx]Lw[pfx][pfx]Lx[morpheme]Li[morpheme]. ::shrugs:: Don't know yet.
giver-care would be [pfx]LxgiveLicare.

"drink" in "x1 eat and drink" can't be a secondary relater because it can't happen simultaneously with "eat". One cannot be in the process of eating while at the same time be in the process of drinking. One may have food and liquid in their mouth at the same time but that doesnot mean that they're eating and simultaneously drinking. So: secondary relaters are always relaters that subject or direct object do simultaneously with the primary relater.
In "x1 eat x2 in x3" both "eat" and "in" are selbri that x1 do simultaneously. "eat" is the primary relater only because I... focused in on it. It can just as easily be a secondary relater. A reason to convey another simultaneous event that a S or DO is in is to make more specific the overall event that they're in.
So: secondary events don't exactly narrow the primary event. The primary event is just the one chosen by the conveyer for whatever reason. Both the primary event and any secondary events are part of an overall event. A secondary event doesnot make more specific the primarary event. The primary event is a part of the overall event just as any secondary events are.
The duration of the overall event is determined by the primary event. The duration of the primary event is determined by the time it takes to complete or stop the primary relater.
A simple event may consist of one primary relater.
A complex event may consist of one primary relater and one xor more secondary relaters.
A simple sentence may consist of one simple event xor one complex event.
A complex sentence may consist of two xor more simple sentences.
Simple events don't exsit in reality because the S is also always in a time, location and aspect. But if we're just talking about what's being conveyed then you can have a simple sentence which describes just a simple event.

Power of N units are necessary because of long strings of consecutive zeros to the decimal point. Not to mention any language specific problems that could exist with no power of N units.

Method to determine the width of intertermal spaces and characters, and intercharacteral spaces when all the intertermal spaces and characters are the same width:

p(a) = width that expression is to be written in = [result] ( formula: measure the width )

f(a) = number of terms in expression = [result] ( formula: count the terms )

m(a) = number of intertermal spaces = [result] ( formula: [f] subtract 1 )

t(a) = number of intertermal spaces and characters = [result] ( formula: count the intertermal spaces and characters )

c(a) = number of intercharacteral spaces = [result] ( formula: [t] add 1 subtract ([m] multiply 2) )

s(a) = number of intertermal spaces, characters and intercharacteral spaces = [result] ( formula: [t] add ([c] divide xor multiply [ratio of width of character]) )

n(a) = width of intertermal spaces and characters = [result] ( formula: [p] divide [s] )

k(a) = width of intercharacteral spaces = [result] ( formula: [n] divide xor multiply [ratio of width of character] )

~Shawn Savoie~
~Ottawa, Ontario, Canada~

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