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Re: [lojban-beginners] Re: {da} and {zasti}



Taking your definition as is, it does not assert existence. It merely asserts that the x2 provides a frame of reference for making that decision. You would have to add a statement "...and decides that it actually does happen" (or with du'u, which is probably better here, "actually is the case"). I don't think trying to make a Lojban definition of {zasti} is going to prove very productive, myself, especially since the only approaches seem to be things like {manri} or {djuno} with djuno4, which are more poorly understood than {zasti} anyways.

If we're going to try, I'm hesitant to just adopt your Lojban definition of {zasti}, because as I said {manri} is poorly understood. Personally I think both zasti2 and to a lesser extent manri3 are very strange. (Specifically, I think zasti2 is just entirely irrelevant to ontology, while manri3 should be encoded into the complex, currently poorly understood mass that is manri1.) I think "Whether x1 exists is decided by metaphysics x2" is something like {x2 manri lo du'u da me x1}, although even that is problematic for various xorlo reasons. (xorlo's {me}, by my current understanding, is a somewhat strange beast compared with xorlo's other predicates, as it is the only one with explicit access to the inside.)

mi'e la latro'a mu'o

On Fri, Jan 11, 2013 at 8:28 AM, guskant <gusni.kantu@gmail.com> wrote:
Lojban is constructed on W.v.O.Quine's ontological standpoint (see the
Complete Lojban Language (CLL), 1.6). According to Quine (1948),
http://en.wikisource.org/wiki/On_What_There_Is
"[...] Now how are we to adjudicate among rival ontologies? Certainly
the answer is not provided by the semantical formula “To be is to be
the value of a variable”; this formula serves rather, conversely, in
testing the conformity of a given remark or doctrine to a prior
ontological standard. We look to bound variables in connection with
ontology not in order to know what there is, but in order to know what
a given remark or doctrine, ours or someone else’s, says there is; and
this much is quite properly a problem involving language. But what
there is is another question."

In my words, Quine means:
- the statement "∃xf(x)" says that "there is x that satisfies f(x)"
under an ontological point of view;
- this fact does not answer the question if there is REALLY such an x
that satisfies f(x).

With xorlo, Lojban becomes more clearly conformable to Quine's
ontology.
http://www.lojban.org/tiki/How+to+use+xorlo
" [...] we, the BPFK, made a consensus decision that we do not make
rulings on ontological or metaphysical issues; that is, we will not
tell you whether phrase X has meaning or validity. [...]"


{zasti} is only a gismu: "f" of f(x); Lojban should not owe {zasti}
any ontological duty.
At present, jbovlaste does not have Lojbanic definition of {zasti},
but I would suggest the following definition:
{x1 zasti x2 x3} = {x2 manri lo nu su'o da zo'u da me x1 kei x3} = "x2
is a frame of reference/standard for observing/measuring/determining
the event that there is y that satisfies (y is x1) with/by rules x3."
Here, the ontological statement {su'o da zo'u da me x1} is in the
abstractor {nu ... kei}; the whole bridi therefore does not actually
make a claim that {su'o da zo'u da me x1} (this inference is mainly
based on the CLL, 9.7: "Example 7.1 claims that the plant grows, but
only refers to the event of watering it in an abstraction bridi [...]
without actually making a claim."); the whole bridi is therefore not
an ontological statement.

{da} is a variable to be bound, which should concern the ontological
statement of Lojban.

On these conditions, the statements of .arpis. are considered as
follows:
{da cevni} = {su'o da zo'u da cevni} = "∃x (x is god)" = "there is x
that satisfies (x is god)."
{lo cevni ku zasti} = {manri lo nu su'o da zo'u da me lo cevni} = "the
event that there is x that satisfies (x is god) is observed/measured/
determined."
{da poi cevni cu zasti} = {su'o da zo'u manri lo nu su'o de zo'u de me
da poi cevni} = "there is x that satisfies (the event that there is y
that satisfies (y is x that is god) is observed/measured/determined.)"

Among them, only {da cevni} says "there is god."

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