Against NTV for Subjunctives
(1) The
“where” and “when” parallel: If we
maintain that a conditional like (1a) lacks truth-value even though the
corresponding temporal sentence (1b) has one, we shall have to
attribute that
vast semantic difference solely to the lexical difference between “if”
and
“when.”
b.
I would leave when you did.
Moreover
and more to the point, “if” and “when” exhibit dramatic semantic
similarities
as well, especially in regard to modification, pronominalization, and
relativization
(the second and third of these both requiring semantical coreference). It would be
amazing if (1a) and (1b) were semantically as similar as they are, and
yet (1a)
did not even have a truth condition at all.
And consider the locution “if and when,” as in “If and when she
were to
submit a paper, we’d read it within a month”; does NTV award that
sentence a
truth-value, or not? Further, NTV would
have to be extended to “unless” sentences (cf. “unless and until”) and
to all
variants of the “in the event that” construction (“I’d leave in the
event that
she did,” “In that case I’d leave too,” etc.), as well as “on the
condition
that” and the like.
The
crass unlinguisticness of NTV becomes all the more evident when one
applies it
to the numerous languages that employ the same
word for our “if” and “when.” (Hittite, Swahili, Tagalog,
Mandarin.) NTV would have it that a
temporal/conditional
sentence of such a language has a truth condition when understood
temporally,
but entirely lacks one when understood conditionally.
Yet speakers of such languages usually do not
trouble to notice the distinction, treating “when” as simply a factive
variant
of “if;” the distinction is virtually pragmatic, resolved automatically
by
context without anyone’s noticing. If you
tried to tell a linguist who is a native speaker of such a language
that
actually the ambiguity is very dramatic, not just semantic but hyper-
or
metasemantic in that one of the two readings has an entirely different kind of meaning from the other’s, the
linguist would think you were crazy.
(2) Embedding:
“If this vase would break if I dropped
it on the driveway, then I’d be careful not to drop it on the driveway”
asserts, on the condition that the vase would break if s/he dropped it
on the
driveway, that s/he would be careful not to drop the vase on the
driveway. “If it were true that you’d fail
unless you
studied hard, I’d suggest you hit the books.”
And, paraphrased from Edgington (1995), “If John were to be
punished if
he had taken the money, then Mary would be punished if she had taken
the
money.” But according to NTV, the
“conditions” specified are not matters of fact, and so these
antecedents cannot
be true. (So much the worse for
conditional-assertion and suppositional theories.)
We would need a 3-valued logic to project
assertibility values.
Maybe
that’s no big problem for NTV views that are not
also suppositional. But notice also that
subjunctives embed in propositional-attitude ascriptions.
“Angie believes that Bob believes that Cindy
would attend if she did, and Dave dislikes Cindy so much that he thinks
if it’s
true that she would attend if Angie did, he will try to persuade Angie
that if
Cindy does attend, Angie should try to convince her that if she were to
get
anywhere near him she’d catch something”; “Dave is afraid that if Cindy
were to
look at him his left cheek would tic visibly”; “Angie is embarrassed
that if
Dave were to see her he would send her what he thinks are subtle secret
signals”; “Bob hopes that if Cindy and Dave had both attended, no one
would
have sung ‘You Must Have Been a Beautiful Baby’”; “Cindy is sad that
Bob would
have left the room if she had sung anything at all”; “Bob is ashamed
that he
would run crying from the room if someone were to sing ‘You Must Have
Been a
Beautiful Baby’.” I do not see how such
attitudes can be explicated in terms of conditional probability without
reference to truth.
(3) Nomologicals: An
NTV defender is forced to deny that
indicative conditionals follow logically from the corresponding
nomologicals. Thus (2a), a nomological
truth, cannot entail (2b).
(2) a. Every piece of iron heated to 200°C turns
red,
b.
If this piece of iron had been heated to 200°C it would have
turned red.
Also, the falsity
of the
corresponding material conditional would strangely fail to make the
subjunctive
conditional false.
(4) Finally, it
weighs with me that
Stalnaker-Lewis semantics has seemed right to nearly everyone
(though of
course not to Hájek). There’s been no such agreement on
semantics for
indicatives. (The latter lack of
agreement is perhaps a point in favor of NTV for indicatives.)
Why, then,
the agreement regarding subjunctives, if S-L semantics is not only
wrong but
radically misguided in that it assigns counterfactuals the wrong kind
of
meaning?