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IMPLIKACJE TEOLOGICZNE<br />
between a predicate and what it applies to, we must examine the<br />
characteristics of representation as a special kind of denotation.” 15<br />
• (7) A picture i denotes (R d<br />
) its object O if i is O in the sense that R d<br />
‹i,O› could be<br />
read extensionally.<br />
There are also significations where a picture signifies neither an object, nor a set<br />
of objects but the elements of a given class individually.<br />
„… a picture, like a predicate, may denote severally the members of<br />
a given class. A picture accompanying a definition in a dictionary is<br />
often such a repre-sentation, not denoting uniquely some one eagle,<br />
say, or collectively the class of eagles, but distributively eagles in<br />
general.” 16<br />
Let’s call the signification of this kind distributive denotation (R dis<br />
).<br />
• (8) A picture i distributive-denotes its objects o i…n<br />
if R dis<br />
‹i, ((o i<br />
,o j<br />
…o n<br />
) ' O)› could be<br />
read extensionally.<br />
According to Goodman, representations could be conceived without any denotata.<br />
In these cases pictures signify labels: they should be read intensionally. Let’s call the signification<br />
of this kind intensional signification (R int<br />
).<br />
„Other representations have neither unique nor multiple denotation.<br />
What, for example, do pictures of Pickwick or of a unicorn represent?<br />
They do not represent anything; they are representations with null<br />
denotation. The simple fact is that much as most pieces of furniture are<br />
readily sorted out as desks, chairs, tables, etc., so most pictures are<br />
readily sorted out as pictures of Pickwick, of Pegasus, of a unicorn, etc.,<br />
without reference to anything represented. What tends to mislead us is<br />
that such locutions as "picture of" and "represents" have the appearance<br />
of mannerly two-place predicates and can sometimes be so interpreted.<br />
But "picture of Pickwick" and "represents a unicorn" are better<br />
considered unbreakable one-place predicates, or class-terms, like "desk"<br />
and ’table’.” 17<br />
• (9) A picture i intensionally signifies (R int<br />
) its object O if i is O in the sense that<br />
R int<br />
‹i,O› could be read intensionally.<br />
15<br />
16<br />
17<br />
Ibid. p. 5.<br />
Ibid. p. 21.<br />
Ibid. p. 21.<br />
84 Kultura – Media – Teologia 22/2015