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ni, jei, barely, almost
John to Chris:
> > >"jei" is probably 0-adic also, and is related to "du'u", which is now
> > >understood as a subtype of "ka" that is always 0-adic.
> > I'd propose we define {jei} as {du'u xukau}. AFAIK it would be consistent
> > with usage, at least my usage before xorxes convinced me to switch over to
> > {du'u xukau} :-)
> Essentially correct, except that:
> > Here's a shot in the dark: I used to use {ni} and {jei} and don't anymore;
> > when I did, in my mind they were more or less synonymous except that {jei}
> > suggested that the implied {xukau} would have a binary value, and {ni}
> > emphasized a fuzzy value:>
> Your "ni" is actually "jei"; truth values can be sharp or fuzzy, but in
> either case "jei" is the right thing. A definition based directly on
> "xukau" doesn't allow for fuzzy returns, unless we grant that "xu" can
> be answered with a fuzzy answer (we have no direct way of mentioning
> the fuzzy predicates that define fuzzy sets).
1. I haven't had the original message yet so don't know what was proposed.
I'm amazed at the idea that duu is a subtype of ka. In general, I wish
the existence of NU be forgotten.
2. There are two distinct kinds of gradience in truth values. The first
concerns the fuzzy boundary between true and false: we take T & F to
be points 0 & 1 with nomansland between them. The second concerns degrees
of truth and of falsity: how much would the world have to change for
some state-of-affairs to become the case (if it is false) and to cease
to be the case (if it is true). If you expressed this in numbers, then
you'd use the full scale (of (I think) real numbers), with negative
numbers for falsity and positive for truth.
I think I once suggested that {jei} denote the former type and {ni} the
latter (though I'd prefer to use selbri+duu).
3. To what extent, I wonder, do we have ways of expressing these varieties
of truth gradience?
We seem not to have anything intermediate between {na} and {jaa}. I think
that's the sort of thing Steve has been saying we should have.
As for the gradable T & F, Jorge has proposed additions to NAHE:
> > > How do we say these in Lojban:
> > > I touched it.
> > > I barely touched it.
> > > I almost touched it.
> > (1) Either (a) it shd be something that modifies the selbri,
> > semantically, so not something from UI, or (b) it should be
> > along the lines of Steve's suggestion, i.e. a specification
> > of degrees of truth, so, I guess, should be new additions to
> > selmao NA.
> I thought that something in NAhE would fit nicely:
> je'a NAhE scalar affirmer; denies scalar negation: Indeed!
> xu'e scalar affirmer/quasi-negator: barely
> xa'u scalar negator/quasi-affirmer: almost
> no'e NAhE midpoint scalar negator: "not really"
> to'e NAhE polar opposite scalar negator
> na'e NAhE contrary scalar negator: other than ...; not ...;
> [{xu'e} and {xa'u} stand for the possible {ju'e} and {ja'u}.]
I'd expand the paradigm:
very true
true
slightly true (true, but only just) - BARELY
truish (not definitely true, but more true than false)
indeterminate
falsish (not definitely false, but more false than true)
slightly false (false, but only just) - ALMOST
false
very false
But these should denote the polarity of bridi. "Scalar negators"
modify the sense of the selbri, according to what scale the
selbri meaning involves. For such scales, it is desirable to have
at least the following degrees:
to a large positive extent
to a positive extent (unspecified or ungradable)
to a small positive extent
to a small negative extent
to a negative extent (unspecified or ungradable)
to a large positive extent
(Few scales are unbounded in both directions. Some examples are:
acceleration:deceleration, convexity:concavity, hot:cold (relative to
room temperature) rise:fall.)
It seems a bit excessive to request 15 new cmavo, so I wonder
whether we might extend the grammar of existing cmavo to cover
these 15 meanings. I thought about zi/za/zu or vi/va/vu, but
decided to see what one could do with CAI:
cai CAI intense emotion attitudinal: strong intensity
cu'i CAI neutral emotion attitudinal: neutral scalar
pei CAI emotion ? attitudinal: with what intensity?
ru'e CAI weak emotion attitudinal: weak intensity
sai CAI strong emotion attitudinal: moderate intensity
jaacai very true
jaa(sai) (fairly) true
jaarue slightly true (true, but only just) - BARELY
narue slightly false (false, but only just) - ALMOST
na(sai) (fairly) false
nacai very false
- these I think are quite good.
For indeterminate, fuzzy:
nanaicai near 1.0
nanai(sai)
nanairue
jaacui = nacui 0.5
jaanairue
jaanai(sai)
jaanaicai near 0
- these are less satisfactory, but they're a start.
I'm less sure about the following NAhE forms. If we used them then it would
be nice to have rafsi for {cai} and {rue}.
jeacai to a large positive extent
jea to a positive extent (unspecified or ungradable)
jearue to a small positive extent
naerue to a small negative extent
nae to a negative extent (unspecified or ungradable)
naecai to a large positive extent
What do rodo reckon?
---
And