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Hallo!
On Mon, 13 Sep 2010 20:51:43 +0100, R A Brown wrote:
> On 13/09/2010 13:02, Jim Henry wrote:
>
> [...]
> > Even within the Huffman coding solution space, it would
> > be trivial to come up with a solution that's equally easy
> > to code as Plan B, but significantly easier for humans to
> > parse
>
> Yes, indeed - I've done it ;)
>
> > (though still probably nowhere near as easy to
> > parse as those that involve fixed-length morphemes, or
> > subsets of initial and terminal phonemes or syllables).
> > For instance, plosives occur at the beginning of
> > one-syllable morphemes, fricatives at the beginning of
> > two-syllable morphemes, etc.
>
> Agreed - I don't a Huffman coding solution (i.e. initial
> sound/syllable determines morpheme length) is ever going
> feel 'natural' to humans.
Indeed not. But most self-segregation schemes won't feel
natural to humans (to what else? Aliens are not yet known;
animals don't use full-fledged languages; computers do not
have feeelings). Some may be so subtle that they don't feel
unnatural - but in those cases, people will be likely to
entirely miss the fact that the language is self-segregating
at all!
> > Something that we haven't discussed here recently,
> > though, is *how and when* a self-segregating morphology
> > is or would be helpful. Of course it would make text in
> > an engelang easier to parse with software than that of
> > any natlang, or even fairly regular conlangs without SSM
> > such as Esperanto.
>
> I'm told in fact, that Esperanto is not particular easy
> language to write a parser for. But I admit I've not tried it.
Certainly, SSM makes it much easier to parse the language.
At least, you can clearly tell where morphemes begin and end.
> As far as self-segregating morphemes are concerned, it
> depends upon the language. I know when I was learning
> Speedwords in the late 1950s I found it quite confusing not
> being able to spot morpheme boundaries. I think in
> briefscripts and certain types of engelang it is helpful for
> _humans_ to know unambiguously where morpheme boundaries occur.
Yes. In natural languages, the large amount of redundancy makes
it easier to understand the language even without self-segregation.
Whenever you miss a morpheme boundary, you'll soon notice that
the way you try to parse the utterance it becomes ungrammatical,
and retry. We all do that subconsciously, and therefore need
no self-segregation in our native languages. But in a dense
language such as Speedwords, which squeezes out just about any
redundancy it could, I can easily understand that self-segregation
is a good thing.
> > But, as Logan pointed out upthread,
> > humans are really good at pattern-recognition, and
> > usually identify the morpheme boundaries in languages
> > they're familiar with without problems, even in languages
> > that present a lot of ambiguities to a typical software
> > parser.
>
> Yes, agreed. Certainly if one is aiming to produce a
> naturalistic looking artlang self-segregating morphemes are
> not wanted. As I said above, it depends on the language.
Sure. In a naturalistic artlang (such as the ethnic language
of a fictional human nation), self-segregation is not called for.
That is, unless one finds a way to arrive at self-segregating
morphology by a set of natural-looking phonological and grammatical
changes. My conlang Arne at least gets close to self-segregation
(basically the Konya way), as I have observed further upthread.
I think I could nudge it to true self-segregation without breaking
its naturalness; now that's a challenge.
But the "natural" habitat of self-segregating morphology are of
course engelangs of all stripes.
> > When and how and how much would SSM make things
> > easier for humans?
>
> When learning Speedwords ;)
Yes, when learning a foreign language, you search for morpheme
boundaries a lot, and a self-segregation rule makes that easier.
Hence, it would not be a bad idea to have a simple self-segregation
rule in an IAL.
> [...]
>
> I can well imagine that in Volapük, where words can grow
> quite long, it would be useful know unambiguously where
> morpheme boundaries occur.
Yes. Volapük is an inflection-heavy monster. Perfectly regular,
yes, but baroque in its morphological richness. And *ugly*.
(Not that I dislike richly inflected languages; but Volapük
does it badly.)
> [snip]
> >
> > On the other hand, for a real-time spoken-language
> > situation -- a conversation or lecture, for instance --
> > I'm not sure any SSM scheme more complex than
> > fixed-length morphemes would give a significant edge over
> > general human pattern-recognition abilities. One would
> > have to experiment to find out.
>
> You may well be correct. Piashi (which I've now abandoned)
> was going to have fixed-length morphemes.
So does X-3 - one phoneme, one morpheme. The only exception
being proper names.
--
... brought to you by the Weeping Elf
http://www.joerg-rhiemeier.de/Conlang/index.html
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November 2002, Week 4 November 2002, Week 3 November 2002, Week 2 November 2002, Week 1 October 2002, Week 5 October 2002, Week 4 October 2002, Week 3 October 2002, Week 2 October 2002, Week 1 September 2002, Week 5 September 2002, Week 4 September 2002, Week 3 September 2002, Week 2 September 2002, Week 1 August 2002, Week 5 August 2002, Week 4 August 2002, Week 3 August 2002, Week 2 August 2002, Week 1 July 2002, Week 5 July 2002, Week 4 July 2002, Week 3 July 2002, Week 2 July 2002, Week 1 June 2002, Week 5 June 2002, Week 4 June 2002, Week 3 June 2002, Week 2 June 2002, Week 1 May 2002, Week 5 May 2002, Week 4 May 2002, Week 3 May 2002, Week 2 May 2002, Week 1 April 2002, Week 5 April 2002, Week 4 April 2002, Week 3 April 2002, Week 2 April 2002, Week 1 March 2002, Week 5 March 2002, Week 4 March 2002, Week 3 March 2002, Week 2 March 2002, Week 1 February 2002, Week 4 February 2002, Week 3 February 2002, Week 2 February 2002, Week 1 January 2002, Week 5 January 2002, Week 4 January 2002, Week 3 January 2002, Week 2 January 2002, Week 1 December 2001, Week 5 December 2001, Week 4 December 2001, Week 3 December 2001, Week 2 December 2001, Week 1 November 2001, Week 5 November 2001, Week 4 November 2001, Week 3 November 2001, Week 2 November 2001, Week 1 October 2001, Week 5 October 2001, Week 4 October 2001, Week 3 October 2001, Week 2 October 2001, Week 1 September 2001, Week 5 September 2001, Week 4 September 2001, Week 3 September 2001, Week 2 September 2001, Week 1 August 2001, Week 5 August 2001, Week 4 August 2001, Week 3 August 2001, Week 2 August 2001, Week 1 July 2001, Week 5 July 2001, Week 4 July 2001, Week 3 July 2001, Week 2 July 2001, Week 1 June 2001, Week 5 June 2001, Week 4 June 2001, Week 3 June 2001, Week 2 June 2001, Week 1 May 2001, Week 5 May 2001, Week 4 May 2001, Week 3 May 2001, Week 2 May 2001, Week 1 April 2001, Week 5 April 2001, Week 4 April 2001, Week 3 April 2001, Week 2 April 2001, Week 1 March 2001, Week 5 March 2001, Week 4 March 2001, Week 3 March 2001, Week 2 March 2001, Week 1 February 2001, Week 4 February 2001, Week 3 February 2001, Week 2 February 2001, Week 1 January 2001, Week 5 January 2001, Week 4 January 2001, Week 3 January 2001, Week 2 January 2001, Week 1 December 2000, Week 5 December 2000, Week 4 December 2000, Week 3 December 2000, Week 2 December 2000, Week 1 November 2000, Week 5 November 2000, Week 4 November 2000, Week 3 November 2000, Week 2 November 2000, Week 1 October 2000, Week 5 October 2000, Week 4 October 2000, Week 3 October 2000, Week 2 October 2000, Week 1 September 2000, Week 5 September 2000, Week 4 September 2000, Week 3 September 2000, Week 2 September 2000, Week 1 August 2000, Week 5 August 2000, Week 4 August 2000, Week 3 August 2000, Week 2 August 2000, Week 1 July 2000, Week 5 July 2000, Week 4 July 2000, Week 3 July 2000, Week 2 July 2000, Week 1 June 2000, Week 5 June 2000, Week 4 June 2000, Week 3 June 2000, Week 2 June 2000, Week 1 May 2000, Week 5 May 2000, Week 4 May 2000, Week 3 May 2000, Week 2 May 2000, Week 1 April 2000, Week 5 April 2000, Week 4 April 2000, Week 3 April 2000, Week 2 April 2000, Week 1 March 2000, Week 5 March 2000, Week 4 March 2000, Week 3 March 2000, Week 2 March 2000, Week 1 February 2000, Week 5 February 2000, Week 4 February 2000, Week 3 February 2000, Week 2 February 2000, Week 1 January 2000, Week 5 January 2000, Week 4 January 2000, Week 3 January 2000, Week 2 January 2000, Week 1 December 1999, Week 5 December 1999, Week 4 December 1999, Week 3 December 1999, Week 2 December 1999, Week 1 November 1999, Week 5 November 1999, Week 4 November 1999, Week 3 November 1999, Week 2 November 1999, Week 1 October 1999, Week 5 October 1999, Week 4 October 1999, Week 3 October 1999, Week 2 October 1999, Week 1 September 1999, Week 5 September 1999, Week 4 September 1999, Week 3 September 1999, Week 2 September 1999, Week 1 August 1999, Week 5 August 1999, Week 4 August 1999, Week 3 August 1999, Week 2 August 1999, Week 1 July 1999, Week 5 July 1999, Week 4 July 1999, Week 3 July 1999, Week 2 July 1999, Week 1 June 1999, Week 5 June 1999, Week 4 June 1999, Week 3 June 1999, Week 2 June 1999, Week 1 May 1999, Week 5 May 1999, Week 4 May 1999, Week 3 May 1999, Week 2 May 1999, Week 1 April 1999, Week 5 April 1999, Week 4 April 1999, Week 3 April 1999, Week 2 April 1999, Week 1 March 1999, Week 5 March 1999, Week 4 March 1999, Week 3 March 1999, Week 2 March 1999, Week 1 February 1999, Week 5 February 1999, Week 4 February 1999, Week 3 February 1999, Week 2 February 1999, Week 1 January 1999, Week 5 January 1999, Week 4 January 1999, Week 3 January 1999, Week 2 January 1999, Week 1 December 1998, Week 5 December 1998, Week 4 December 1998, Week 3 December 1998, Week 2 December 1998, Week 1 November 1998, Week 5 November 1998, Week 4 November 1998, Week 3 November 1998, Week 2 November 1998, Week 1 October 1998, Week 5 October 1998, Week 4 October 1998, Week 3 October 1998, Week 2 October 1998, Week 1 September 1998, Week 5 September 1998, Week 4 September 1998, Week 3
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