(a) 6 (b) VI
(c) 6 (d) VI
How many specifically dependent continuants (SDCs) are we talking
about here, 4 or 8? That is, do we speak of a "sixness measurement"
SDC inhering in each notebook page, or both a "sixness measurement"
and either a "sixness-encoded-as-roman" or "sixness-encoded-as-arabic"
SDC? Do we need to choose which kind of SDC (encoding or not-encoding)
each one is, or can one SDC be both?
Similarly, we would like to talk about what is "communicated" and how,
using GDCs. We need to talk about encodings (I'm told), so it would
make sense for there to be GDCs for encodings (think choice of mime-
type and character encodings). But we also need to abstract away from
encoding when necessary. In this scenario there are three GDCs of
interest: the one that is concretized by all four SDCs (six-pupness;
the information without regard to encoding), the one that is
concretized by (a) and (c) (six-pupness encoded as arabic), and the
one concretized by (b) and (d).
Now we can ask to what classes do all these individuals belong, and
which classes are asserted and which inferred.
If you don't like this example, try a lab report or data set (the
information without commitment to encoding) and its encodings (pdf,
text, html). The principle is the same.