4.1. “Dare … mo” Construction
The first data that counters the string deletion approach comes from the “dare … mo” construction. The relevant observation is repeated below.
| (34) | A: | [Dare=ga | kaita | hon]=mo | omosiroi=no? |
| | | who=NOM | wrote | book=MO | interesting=Q |
| | | “Is the book that everybody wrote interesting?” |
| | B: | [Dare=ga | kaita | hon]=mo | omosiroi=yo. |
| | | who=NOM | wrote | book=MO | interesting=PRT |
| | | “The book that everybody wrote is interesting.” |
| | B’: | *[∆]=mo omosiroi=yo. |
| | | [∆]=MO interesting=PRT |
| | | Lit. “[∆]=MO is interesting.” |
| | | (Sakamoto & Saito, 2018, p. 354, with a slight modification.) |
Even if the string identity is satisfied, the “dare …mo” construction resists the application of PSE. We suggest that what blocks PSE is a focus on wh-phrases; the foci bleed PSE.
Indeterminate pronouns associated with an interrogative COMP are known to be interpreted as wh-phrases (see
Kuroda, 1965; and
Saito, 2017, among others), and to bear a focus intonation, where wh-phrases are accented and materials that intervene between the wh-phrases and their associated particles are phonologically compressed (see
Ishihara, 2007; and
Kitagawa, 2017, etc.). For instance, in wh-questions, the wh-phrase bears a focal accent, and “post-focal reduction” follows it.
| (35) | Na’oya | ga | NA’ni | o | nomi’ya | de | no’nda | no?
|
| | Naoya | NOM | what | ACC | bar | at | drank | COMPWh |
| | “What did Naoya drink at the bar?” | (Kitagawa, 2017, p. 499) |
We would like to point out that a focus intonation also appears in other usages of indeterminate pronouns. When an indeterminate pronoun appears with
=mo and functions as a universal quantifier, it also bears a focus intonation, as follows:
| (36) | Dare=ga | kaita | hon=mo | omoshiroi |
| | anybody=NOM | wrote | book=also | interesting |
| | “The book that everybody wrote is interesting.” |
Given these observations, we assume that indeterminate pronouns are inherently [+F]-marked. If indeterminate pronouns are obligatorily focused, our proposed analysis predicts that the “dare … mo” construction never permits PSE because the focus on the indeterminate pronoun
dare bleeds PSE. This is how we account for the observation in (34).
Let us formalize this analysis in optimality theoretical terms. The OT-tableau is given in (37), where the relative clause is tentatively assumed to be phrased into a φ.
| (37) | | | | | |
| [[[dare=ga[F] kaita hon][G] =mo] omoshiroi] | SF | Match | [G]= No-φ | StrSt-ι | Max |
| ☞ | a. | [(((dare=ga)φ (kaita)φ)φ (hon=mo)φ)φ (omoshiroi)φ]ι | | | * | | |
| | b. | [dare=ga kaita hon=mo (omoshiroi)φ]ι | * ! | * | | * | |
| | c. | [(Δ=mo)φ (omoshiroi)φ] | * ! | | | | * |
| | d. | [Δ=mo (omoshiroi)φ]ι | * ! | * | | * | * |
Assuming that SF overrides other constraints like
DephraseGiven and
StrongStart, the indeterminate pronoun
dare must receive a focal prominence. To realize this prominence, it must be pronounced overtly, and thus ellipsis is blocked. Foci have a bleeding effect in licensing PSE.
4.2. COMP Stranding
Let us move on to the analysis of COMP stranding, which poses another challenge to the string identity approach. The empirical generalization is that COMP stranding is impossible in PSE unless the elided complement clause it takes is focused. We repeat the relevant data: (38) and (39) show cases where embedded clauses are not focused. In these cases, PSE cannot strand the COMPs.
| (38) | Speaker A: | [DeNA=ga | katta]=no=wa | mimashita=ka? |
| | | DeNA=NOM | won=COMP=TOP | saw=Q |
| | | “Did you see that DeNA won?” |
| | Speaker B: | [DeNA=ga | katta]=no=wa | mimasendeshita. |
| | | DeNA=NOM | won=COMP=TOP | saw.not |
| | | “I didn’t see that DeNA won.” |
| | Speaker B’: * | [∆]=no=wa | mimasendeshita. |
| | | (Fujii, 2016, p. 16, with a slight modification.) |
| (39) | Speaker A: | [DeNA=ga | katta]=koto=o | shitteimasu=ka? |
| | | DeNA=NOM | won=COMP=ACC | know=Q |
| | | “Do you know that DeNA won?” |
| | Speaker B: | [DeNA=ga | katta]=koto=wa | shirimasen. |
| | | DeNA=NOM | won=COMP=TOP | know.not |
| | | “I didn’t see that DeNA won.” |
| | Speaker B’: * | [∆]=koto=wa | shirimasen. |
| | | (Fujii, 2016, p. 16, with a slight modification.) |
On the other hand, when embedded clauses are contrastively focused, COMP stranding is permitted, as illustrated in (40) and (41).
| (40) | Speaker A: | [DeNA=ga | katta]=NO=wa | mitenai=kedo, |
| | | DeNA=NOM | won=COMP=TOP | not.saw=but |
| | | [Hawks=ga | katta]=NO=wa | mitanda=yo=ne? |
| | | Hawks=NO | won=COMP=TOP | saw.COP=PRT=PRT |
| | | "You didn’t see that DeNA won, but you saw that Hawks won?” |
| | Speaker B: | [∆]=NO=wa | mimashita. | |
| | | COMP=TOP | saw | |
| | | “Intended: I saw that Hawks won.” |
| (41) | Speaker A: | [Ano sensei=to | hanashita]=KOTO=wa | nai=kedo, |
| | | that teacher=with | talked=COMP=TOP | NEG=but |
| | | [(ano sensei=to) | atta]=KOTO=wa | arunda=yo=ne? |
| | | that teacher=with | met=COMP=TOP | be=PRT=PRT |
| | | “You didn’t see that DeNA won, but you saw that Hawks won?” |
| | Speaker B: | [∆]=KOTO=wa | aru=ne. | |
| | | COMP=TOP | be=PRT | |
| | | “Intended: I have met that teacher.” |
Notice that in (38) and (39), the polarity is different between the antecedent and the elided clause. This means that (38) and (39) are instances of predicate focus. On the other hand, in (40) and (41), predicates are repeated and thus given. Instead, the complement clauses are contrastively focused. The position of the focus seems to play a decisive role in licensing PSE. Then, the task to be addressed is to clarify the relationship between foci and COMP stranding.
To build a concrete analysis, let us first consider [F]- and [G]-marking of the embedded clauses in (38) and (39). As for [F]-marking, we assume that the whole of the embedded clause (that is, the CP) is [F]-marked. This [F]-marking domain is overtly marked with a contrastive marker
=wa: it is attached to the CP.
6We assume that [G]-marking targets TPs, not CPs. This is supported by the fact that TPs can be replaced with an anaphoric expression with the COMP intact.
| (42) | Yamada=wa | [[Tanaka=ga | sigoto=o | yameru] | koto]=o | siranakatta. |
| | Yamada=TOP | Tanaka=NOM | job=ACC | quit | COMP=ACC | not.knew |
| | [[ | sono] | koto]=wa | kare=o | odorokaseta |
| | | that | COMP=TOP | he=ACC | surprised |
| | “Yamada didn’t know that Tanaka would quit his job. That surprised him.” |
The anaphoric expression
sono replaces the antecedent TP, which suggests that it is a TP that is [G]-marked. Given this information structure, let us consider the availability of COMP stranding.
In the predicate-focus case, as illustrated in (38) and (39), for example, the embedded TP is [G]-marked, as schematically illustrated in (43).
| (43) | [CP TP[G] COMP] Pred[F] |
Due to [G]-marking, the embedded TP will not be parsed into a phonological phrase. Moreover, since it is a function word, the COMP is also a phonologically weak material. Thus, the string
TP-COMP will cause a violation of
StrongStart-ι. To avoid this violation, the deletion must apply to the string
TP-COMP. Importantly, COMP stranding is not permitted because the stranded COMP still violates
StrongStart-ι. This analysis is implemented in the following OT-tableaux. First, if
Max is ranked lower than
StrongStart-ι or
DephraseGiven, it is the most optimal choice to elide the whole of the CP. No particle is stranded.
| (44) |
| [CP [TP DeNA=ga katta][G]=no]=wa mimasendeshita[F]. | SF | Match | [G]= No-φ | StrSt-ι | Max |
| | a. | [(DeNA=ga)φ (katta=no=wa)φ (mimasendeshita)φ]ι | | | * ! | | |
| | b. | [DeNA=ga katta=no=wa (mimasendeshita)φ]ι | | * ! | | * | |
| | c. | [Δ=no=wa (mimasendeshita)φ]ι | | * ! | | * | * |
| | d. | [Δ=wa (mimasendeshita)φ]ι | | | | * ! | * |
| ☞ | e. | [ Δ (mimasendeshita)φ]ι | | | | | * |
| (45) |
| [CP [TP DeNA=ga katta][G]=no]=wa mimasendeshita[F]. | SF | Match | [G]= No-φ | Max | StrSt-ι |
| | a. | [(DeNA=ga)φ (katta=no=wa)φ (mimasendeshita)φ]ι | | | * ! | | |
| | b. | [DeNA=ga katta=no=wa (mimasendeshita)φ]ι | | * ! | | | * |
| | c. | [Δ=no=wa (mimasendeshita)φ]ι | | * ! | | * | * |
| | d. | [Δ=wa (mimasendeshita)φ]ι | | | | * | * ! |
| ☞ | e. | [Δ (mimasendeshita)φ]ι | | | | * | |
If
Max wins over both
StrongStart-ι and
DephraseGiven, the non-elliptical form will be chosen.
| (46) |
| [CP [TP DeNA=ga katta][G]=no]=wa mimasendeshita[F]. | SF | Match | Max | [G]= No-φ | StrSt-ι |
| ☞ | a. | [(DeNA=ga)φ (katta=no=wa)φ (mimasendeshita)φ]ι | | | | * | |
| | b. | [DeNA=ga katta=no=wa (mimasendeshita)φ]ι | | * ! | | | * |
| | c. | [Δ=no=wa (mimasendeshita)φ]ι | | * ! | * | | * |
| | d. | [Δ=wa (mimasendeshita)φ]ι | | | * ! | | * |
| | e. | [Δ (mimasendeshita)φ]ι | | | * ! | | |
Whichever constraint ranking is assumed, COMP stranding does not occur. Thus, in predicate-focus cases, the COMP is not able to be stranded.
Let us move on to the cases where embedded clauses are foci, as schematically illustrated in (47).
| (47) | [[CP TP[G] COMP][F]=wa] Pred |
[F]-marking of the embedded CP enforces it to form a phonological phrase to retain its focal prominence. At the same time, [G]-marking of the TP prevents the TP from being mapped to a phonological phrase, which leads to the violation of
StrongStart-ι. Thus, the TP has to be elided. These requirements will be satisfied if the COMP is stranded and constitutes a phonological phrase with the TP elided.
OT implementation of the analysis of (47) is given in (48), (49), and (50).
| (48) |
| [CP [TP Hawks=ga katta][G]=no][F]=wa mimashita[F]. | SF | Match | [G]= No-φ | StrSt-ι | Max |
| | a. | [(Hawks=ga)φ (katta=no=wa)φ (mimashita)φ]ι | | | * ! | | |
| | b. | [Hawks =ga katta=no=wa (mimashita)φ]ι | * ! | * | | * | |
| ☞ | c. | [({Δ=no=wa}ω)φ (mimashita)φ]ι | | | | * | * |
| | d. | [({Δ=wa}ω)φ (mimashita)φ]ι | * ! | | | * | * |
| | e. | [Δ (mimashita)φ]ι | * ! | | | | * |
Even if
Max is ranked between
DephraseGiven and
StrongStart-ι, the same result will be obtained.
| (49) |
| [CP [TP Hawks=ga katta][G]=no][F]=wa mimashita[F]. | SF | Match | [G]= No-φ | Max | StrSt-ι |
| | a. | [(Hawks =ga)φ (katta=no=wa)φ (mimashita)φ]ι | | | * ! | | |
| | b. | [Hawks =ga katta=no=wa (mimashita)φ]ι | * ! | * | | | * |
| ☞ | c. | [({Δ=no=wa}ω)φ (mimashita)φ]ι | | | | * | * |
| | d. | [({Δ=wa}ω)φ (mimashita)φ]ι | * ! | | | * | * |
| | e. | [Δ (mimashita)φ]ι | * ! | | | * | |
The non-elliptical form can occur when
Max is ranked above
DephraseGiven.| (50) |
| [CP [TP Hawks=ga katta][G]=no][F]=wa mimashita[F]. | SF | Match | Max | [G]= No-φ | StrSt-ι |
| ☞ | a. | [(Hawks =ga)φ (katta=no=wa)φ (mimashita)φ]ι | | | | * | |
| | b. | [Hawks =ga katta=no=wa (mimashita)φ]ι | * ! | * | | | * |
| | c. | [({Δ=no=wa}ω)φ (mimashita)φ]ι | | | * ! | | * |
| | d. | [({Δ=wa}ω)φ (mimashita)φ]ι | * ! | | * | | * |
| | e. | [Δ (mimashita)φ]ι | * ! | | * | | |
Recall that the choice of the answer form depends on the intonation in the antecedent clauses. If
=wa, instead of the COMP, is stressed, COMP stranding will not occur. Rather, particle stranding will be preferred.
| (51) | Speaker A: | [DeNA=ga | katta]=no=WA | mitenai=kedo, |
| | | DeNA=NOM | won=COMP=TOP | not.saw=but |
| | | [Hawks=ga | katta]=no=WA | mitanda=yo=ne? |
| | | Hawks=NO | won=COMP=TOP | saw.COP=PRT=PRT |
| | | “You didn’t see that DeNA won, but you saw that Hawks won?” |
| | Speaker B: | [∆]=WA | mimashita. | |
| | | | =TOP | saw | |
| | | “Intended: I only saw that Hawks won.” |
Following
Kawamura (
2010), we assume that the stressed
=wa is [F]-marked, with its alternative being =
mo (also). Then, we obtain the following representation.
| (52) | [[CP TP[G] COMP]=wa[F]] Pred |
Given this representation, the OT-analysis of (52) can be given as follows. When
Max is ranked lower, particle ellipsis is derivable as in (53) and (54). If
Max is ranked higher, as in (55), no ellipsis will occur. Thus, the [F]-marking in (52), armed with other constraints, can account for the choice of particle stranding, rather than COMP stranding, in (51).
| (53) |
| [CP [TP Hawks=ga katta][G]=no]=wa[F] mimashita. | SF | Match | [G]= No-φ | StrSt-ι | Max |
| | a. | [(Hawks =ga)φ (katta=no=wa)φ (mimashita)φ]ι | | | * ! | | |
| | b. | [(Hawks =ga)φ (katta=no=wa)φ (mimashita)φ]ι | | * ! | | * | |
| | c. | [Δ=no ({=wa}ω)φ(mimashita)φ]ι | | | | * ! | * |
| ☞ | d. | [Δ=no ({=wa}ω)φ(mimashita)φ]ι | | | | | * |
| | e. | [Δ (mimashita)φ]ι | * ! | | | | * |
| (54) |
| [CP [TP Hawks=ga katta][G]=no]=wa[F] mimashita. | SF | Match | [G]= No-φ | Max | StrSt-ι |
| | a. | [(Hawks =ga)φ (katta=no=wa)φ (mimashita)φ]ι | | | * ! | | |
| | b. | [(Hawks =ga)φ (katta=no=wa)φ (mimashita)φ]ι | | * ! | | | * |
| | c. | [Δ=no ({=wa}ω)φ(mimashita)φ]ι | | | | * | * ! |
| ☞ | d. | [({Δ=wa}ω)φ (mimashita)φ]ι | | | | * | |
| | e. | [Δ (mimashita)φ]ι | * ! | | | * | |
| (55) |
| [CP [TP Hawks=ga katta][G]=no]=wa[F] mimashita. | SF | Match | Max | [G]= No-φ | StrSt-ι |
| ☞ | a. | [(Hawks =ga)φ (katta=no=wa)φ (mimashita)φ]ι | | | | * | |
| | b. | [(Hawks =ga)φ (katta=no=wa)φ (mimashita)φ]ι | | * ! | | | * |
| | c. | [(Hawks =ga)φ (katta=no=wa)φ (mimashita)φ]ι | | | * ! | | * |
| | d. | [(Hawks =ga)φ (katta=no=wa)φ (mimashita)φ]ι | | | * ! | | |
| | e. | [(Hawks =ga)φ (katta=no=wa)φ (mimashita)φ]ι | * ! | | * | | |
We have also observed that with no contrastive intonation and intonational break after the embedded clause in the antecedent clause, full deletion of the complement clause will be preferred.
| (56) | Speaker A: | [DeNA=ga | katta]=no=wa | mitenai=kedo |
| | | DeNA=NOM | won=COMP=TOP | not.saw=but |
| | | [Hawks=ga | katta]=no=wa | mitanda=yo=ne? |
| | | Hawks=NO | won=COMP=TOP | saw.COP=PRT=PRT |
| | | “You didn’t see that DeNA won, but you saw that Hawks won?” |
| | Speaker B: | mimashita. |
| | | saw |
| | | “Intended: I saw that Hawks won.” |
The intonation of the antecedent clause suggests that no focus is put within the complement clauses of
mita (saw). Rather, what is relevant is the polarity/predicate focus. Due to this, in the underlying representation of (56B), the complement clause will also lack any contrastive focus. Instead, it should be given, for the complement clause is repeated. At the same time, the predicate of (56B) should be focused because it is the informational center that answers the questions in (56A). Therefore, the [F]- and [G]-marking of (the underlying representation of) (56B) should be (57), which is the same as in (38) and (39).
| (57) | [CP TP[G] COMP] Pred[F] |
As has been shown in (44) and (45), this focus/givenness pattern will result in no ellipsis (when
Max is ranked higher) or full deletion of the complement clause (when
Max is ranked lower). Thus, the current analysis can also derive the correlation between the elliptical pattern and the intonation in the antecedent clauses.
This is how our analysis derives the pattern of COMP stranding. [G]- and [F]-marking also play a decisive role in licensing PSE.