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Re: Equatives?

From:Elyse Grasso <emgrasso@...>
Date:Tuesday, March 11, 2003, 19:12
On Tuesday 11 March 2003 10:58 am, Andreas Johansson wrote:
> Quoting michael poxon <m.poxon@...>: > > > Omeina has many degrees of comparison of adjectives, including:- > > 1) -tu (translating "fairly, quite...") > > 2) -dua (translating "...enough for/to...") > > 3) -ande ("very...") > > 4) -alden ("too... to/for") > > For example: Engu dunalden ondinalde na = A horse is too heavy to
pick
> > up > > (lit. Horse / heavy-too / for the raising / is > > Tairezazh sports negative degrees of comparation; _taiks_ "big" yields > _metaiks_ "less big" and _sistaiks_ "least big" alongside _dataiks_
"bigger"
> and _tshetaiks_ "biggest". > > BTW, anyone know of an ALF justification for this one? It's hardly
that wild,
> but I don't think I've seen it in a natlang. > > Andreas > >
Jouevyaix adjectives are verbs: "is-blue", "is-brave", etc. Most, more, less, least tend to be treated as quantifiers, which go before the thing quantified, while things like "very" tend to go in the modifier slot, which follows the thing modified. Negative affixes can go almost anywhere, giving a very fine differentiation of what's being negated: onn is-blue onn wul is-blue is-complete completely blue se-onn without-is-blue (without blueness) onn-se is not blue ve onn most blue ve onn-se the most non-blue vese onn not the most blue onn wul-se not completely blue onn-se wul completely not blue etc. There's a standalone negative particle 'sa' that negates the nominal phrase or clause that follows it. (Adding a -se affix within the clause provides emphasis.) There's also a particle 'ta' that establishes an environment of comparison or equivalence: the two things that follow it are being asserted to be equivalent unless one is marked with a comparative quantifier. This is one way of handling predicate nouns (besides adjectivalizing them). (There's a verb that means "to exist", but no actual "to be" in the "X is Y" sense.) The 'ta' particle is related to the "-t@" affix, which is a nominalizer and collectivizer. -- Elyse Grasso