5.2. Syntactic Structure of Crucial Configurations
The variation in allomorph selection for asce/an and se/s- is particularly interesting in the presence of a demonstrative modifier, the quantifier olo, and with preposed genitives. Here, I present sketches of the relevant syntactic structures and briefly summarise relevant examples for reference in the later discussion.
Configurations with a prenominal demonstrative require the use of the default forms asce and se for the two prepositions under discussion, as illustrated again in (25). The alternative postnominal configuration will be addressed shortly.
For the quantifier ola ‘all’ in its canonical noun phrase initial position, a QP structure like (26) with DP as complement of the quantifier is fairly uncontroversial.
Like the prenominal demonstratives, the default forms of the prepositions need to be used with the quantifier in noun phrase initial position (27).
11If demonstratives are base-generated in a lower position inside the DP (see references above), the demonstrative can be assumed to remain in a lower syntactic position with the noun raising to a higher position, for example to Num, as sketched in (28), loosely based on (
Panagiotidis 2000). On this analysis, the demonstrative is assumed to be introduced in a low, deixis-related phrase (
dxP) and remains in this lower position when used postnominally (instead of moving to SpecDP, which would derive the prenominal order).
12Julien (
2005, ch. 4), on the other hand, suggests that postnominal demonstratives are derived by movement of the DP complement into SpecDemP as in (29). For the postnominal configuration of the quantifier
olo, I assume that the complement DP moves to SpecQP as in (30), parallel to
Julien’s (
2005) treatment of postnominal demonstratives.
Recall that when the demonstrative or the quantifier does not occur at the beginning of the noun phrase, the marked forms an and s- need to be used (see (31) and (32)).
The same holds for the configuration with a preposed genitive in (33).
The structure of the prenominal genitives likely involves movement of the genitive DP from a lower position into SpecDP (
Alexiadou et al. 2007) as shown in (34).
In the next subsections, I discuss how theoretical approaches to portmanteaux and allomorphy fare in accounting for these empirical patterns.
5.3. Analysing the P+D Interactions as Portmanteaux
A classic example of a portmanteau is French
au (
pl aux), which expones the combination of the preposition
à ‘to’ and the masculine definite article (
sg le,
pl les), but is not decomposable into two distinct morphemes. For forms like
sto ‘in(to) the’, decomposition into a preposition
s- and a determiner
to is much more straightforward. Matters are somewhat less clear when considering the relationship between the unmarked form of Greko
asce ‘from’ and its combination with the definite article
/to/ turning out as /'
ando/ ‘from the’. Since the only common segment between the two forms is the initial /a/, it is not self-evident that a decompositional analysis like the one presented below in
Section 5.4 is better than one where the preposition and determiner form a portmanteau, albeit a more transparent one than French
au given the similarity of the sequence /do/ to the definite article. Indeed, the
asce pattern seems (in-)transparent to a similar degree as German P+D combinations like
vom ‘from the’ (
von ‘from’ combined with
dem ‘the.
dat.sg.n/m’), which are sometimes described as portmanteaux (
Schmerling 2019, ch. 5).
A reviewer asks for an example of a phenomenon where a portmanteau analysis is superior even when a decompositional analysis is possible. While I can offer no examples where a portmanteau analysis has been explicitly argued to be superior, there are certainly phenomena where decomposition may be possible, but is nonetheless contested. One such case concerns the Basque definite singular stative locative, e.g.,
mendi-an ‘on the mountain’. Superficially, the marker
a-n could be decomposed into the definite article
-a and a locative morpheme
-n. However, there are strong arguments (e.g., distribution of epenthetic vowels; phonological effects of the definite article in dialects that do not apply in definite stative locatives) that the
/a/ segment cannot be the definite article (
Jacobsen 1977). Instead, there are competing analyses either analysing
-a as a type of case marker (
Etxepare 2013) or treating the sequence
-an as a whole as exponent of the locative marker, with the definite article lacking overt exponence (
Höhn 2014, pp. 151–53). For current purposes, the relevant point is that the veracity of (apparent) decomposability cannot always be determined
a priori. I therefore take the possibility of a portmanteau analysis of the Greko and Greek P+D combinations seriously and use this subsection to show in some more detail why I consider it unsuitable.
The approaches to portmanteaux I address here are nanosyntax with phrasal spell-out (
Caha 2009,
2010;
Pantcheva 2010;
Starke 2009), span-based analyses (along the lines of
Merchant 2015;
Svenonius 2012;
Williams 2003),
Ostrove’s (
2018) alternative proposal of linear adjacency-based stretches, and
Radkevich’s (
2010) Vocabulary Insertion Principle (VIP). All these approaches purposely admit VI of non-terminal nodes in some form, which would also provide a means of avoiding the need for null heads in the complex internal structure of spatial adpositions, as mentioned in
Section 5.1.
13 Below, I show that their reliance on structural configurations between heads leads to wrong predictions for the phenomena at hand.
I cannot present the inner workings of the respective approaches in detail here, but below I briefly discuss how the possible VE for a P+D portmanteau in (35) would realise a basic structure like (36) in each of them.
Phrasal spell-out in nanosyntax would target a constituent containing all relevant heads of the adposition
14 as well as the D head. The complement of D would be moved out of the way by the operation in (37), allowing the treelet in (35a) to match the remaining syntactic tree (ignoring movement traces).
(37) | Spell-out-driven movement (Caha 2010, p. 59, (38); referring to 2009 class notes by Michal Starke) |
| If at a point of cyclic lexical access, a phrasal node can be spelled out only after the evacuation of a sub-constituent, then the constituent is marked for extraction. |
On a spanning account, the heads Path, Place, and D form a possible span because they are in a complementation/selection relation within the same (nominal) extended projection (
Grimshaw 2005).
15 This span of structurally adjacent heads can be realised by (35b).
Ostrove’s (
2018) stretching works in a similar way, but relies on the linear adjacency of the relevant heads within an extended projection, indicated here by ︵, rather than structural adjacency.
Finally,
Radkevich’s (
2010) VIP (38) requires all relevant heads (Path, Place, D) to be assembled by head movement into a complex head, which can then be realised by (35d). On standard assumptions, this resembles the other accounts insofar as the relevant heads need to be structurally adjacent to allow head movement, either due to the head movement constraint (
Travis 1984) or relativised minimality (
Rizzi 1990,
2001).
(38) | Vocabulary insertion principle/VIP (Radkevich 2010, p. 8, (7)) |
| The phonological exponent of a vocabulary item is inserted at the minimal node dominating all the features for which the exponent is specified. |
I now turn to the wrong predictions a portmanteau analysis along those lines would make. Consider demonstrative modifiers first, on the classical analysis treating them as specifiers of DP (39).
![Languages 07 00169 i036]() |
None of the above approaches to portmanteaux foresee the possibility that a phrasal constituent would interrupt the relationship between D and the higher adpositional heads. In a nanosyntactic treatment, the phrasal demonstrative would be moved out of the way by (37).
Svenonius (
2012, 1f.) explicitly shows that a phrase in SpecDP is not part of a span inside that DP.
Ostrove’s (
2018) stretches are similarly only defined across heads in an extended projection line. In a
Radkevich (
2010)-style account, a phrasal specifier should not block head movement from forming a complex head containing D, Place, and Path. This means that the relationship licensing the insertion of the respective VEs in (35) still obtains on each account, leading to the wrong prediction that a portmanteau form could be inserted in the presence of a prenominal demonstrative as in (40).
16 ![Languages 07 00169 i037]() |
One possible way around this issue could be to analyse Greko and SMG demonstratives as heads in the extended nominal projection. Then the demonstrative, now a head, intervenes between the determiner and the adpositional heads for the purpose of phrasal spell-out or span/stretch formation, so the VEs above are blocked from applying. Similarly, a series of head movement operations deriving a complex head containing D, Path, and Place would now also have to include the Dem head due to the head movement constraint, correctly blocking non-terminal insertion of (35d) on
Radkevich’s (
2010) VIP.
However, this analytical move would not be sufficient to prevent further empirical issues for a tentative portmanteau analysis of the prepositional alternations under discussion. Recall that the quantifier
olo ‘all’ intervenes between a preposition and the definite article, leading to the use of unmarked prepositional forms
asce or
se, respectively, but that the marked form
an or
s- must be used when the quantifier is postnominal and the preposition is directly adjacent to the definite article. The tree in (41) repeats the structural configuration for the postnominal quantifier
olo from
Section 5.2.
17 ![Languages 07 00169 i038]() |
The three portmanteau approaches that do not make reference to linear order, nanosyntactic phrasal spell-out, spans, and
Radkevich’s (
2010) VIP, wrongly predict that the marked (tentative portmanteau) form should not be used here. There is no constituent in (41) containing only Path, Place, and D, so the nanosyntactic treelet (35a) cannot be inserted. Similarly, on the standard, complementation-based definition of spans there is no span 〈Path, Place, D〉 excluding Q. In addition, a head-movement operation from D to Place (and onwards) would violate the freezing condition, the ban on movement out of already moved constituents (e.g.,
Corver 2017;
Ross 1967; see also
Harizanov and Gribanova 2018, fn. 30), so the complex head required by the VE in (35d) could not be derived either.
Of the above accounts, only
Ostrove’s (
2018) stretches reference the linear order of the terminal nodes in an extended projection. Path, Place, and D are linearly adjacent in (41), and assuming that the head of the moved copy of DP still counts as part of the extended projection after movement, that configuration then corresponds to a stretch Path︵Place︵D, correctly predicting that a portmanteau could be realised along the lines of (35c).
Finally, the interaction of preposition allomorphy with the fronted genitive construction cannot be accounted for by any of the portmanteau analyses. Given the structural basis of all these accounts, the central issue is the fact that the preposition combines with the determiner of the genitive, not that of the possessee even though the latter is structurally closer. Consider the structure in (42). For easier distinction, the head of the genitive DP is marked D, and the head of the possessee/matrix DP D.
All portmanteau accounts under discussion falsely predict a portmanteau consisting of the preposition and the accusative determiner (i.e., the determiner of the matrix DP, as in (43)). As with the previous examples, this portmanteau is deviant regardless of whether it is realised in the base position of the preposition or the accusative determiner.
![Languages 07 00169 i040]() |
For a nanosyntactic account, there is no licit way to derive a constituent from (42) that contains only Path, Place, and D
, but spell-out-driven movement of the genitive DP
18 easily results in a constituent containing Path, Place, and D
, leading to the wrong prediction. Spans and stretches are defined on the basis of extended projections, but the genitive DP is a distinct extended projection. Consequently, there is no span 〈Path, Place, D
〉 or stretch [Path] ︵ [Place] ︵ [D
] in (42). There is, however, a span 〈Path, Place, D
〉 and a stretch [Path] ︵ [Place] ︵ [D
], again wrongly predicting that (43) should be well formed. Concerning
Radkevich’s (
2010) VIP approach, the derivation would need to form a complex head containing D
, Place, and Path from (42). On standard assumptions, it is not clear how or why D
rather than D
would undergo head movement to Place and then onward to Path. That more plausible movement of D
would again lead to the wrong prediction in (43).
To sum up, all of the potential portmanteau analyses mentioned above run into empirical issues by falsely predicting that portmanteaux should be available across demonstrative modifiers (unless they are analysed as heads) and across a preposed genitive. Only one approach avoids wrongly excluding portmanteaux in configurations with postnominal uses of the quantifier
olo ‘all’ as in (41), namely the account making use of
Ostrove’s (
2018) stretches. The common problem of all these approaches is that the domains where portmanteaux may be used are defined on a structural basis, either by constituency (phrasal spell-out), selection/extended projections (spans/stretches), or the restrictions on head movement (VIP). The reason stretches fare better for at least one of the problems mentioned is precisely because they also make reference to linear order. In the next section, I will show that an analysis with a stronger emphasis on linear adjacency can avoid all the wrong predictions discussed here.
I conclude that none of the presented portmanteau-based analyses provide a satisfactory analysis of the Greko and SMG preposition alternations. This does not preclude the possibility of a portmanteau-based analysis
per se, but any such account would need to assign a more central role to linear adjacency than the discussed approaches allow.
19 However, a portmanteau account modified in such a way may eventually not be very different from the type of allomorphy-based account advocated in the next section. At that point, the relatively straightforward decomposition of the tentative portmanteaux into a special form of the preposition and a regular form of the definite determiner would probably suggest an allomorphy-based account as the simpler option for the present phenomena.
5.4. Allomorphy and Adjacency
I now turn to analyses that treat the
asce/an and
se/s- alternations as instances of contextually conditioned allomorphy of the preposition. I have implicitly used this assumption to describe the patterns in
Section 3 and
Section 4. The VEs in (44) and (45) schematically formalise the idea that the marked form,
an ‘from’ or
s- respectively, is used in the context of the definite article.
![Languages 07 00169 i041]() |
![Languages 07 00169 i042]() |
The question is how the notion of context is restricted here, that is, which relation needs to obtain between the prepositional morpheme and the D head such that the latter can effect the choice of the marked allomorph of the preposition in exactly the right configurations. Accounts of allomorphy within the framework of distributed morphology (
Halle and Marantz 1993) broadly agree that VI proceeds cyclically and that this results in certain structurally defined locality domains that restrict which other nodes are accessible as context for the VI of a given node (
Bobaljik 2000,
2012;
Embick 2010). Some authors posit further that linearly adjacency is another requirement for contextual allomorphy, that is, a node A is only accessible as context for VI of Node B if the two are linearly adjacent.
Here, I discuss whether an analysis of the preposition allomorphy presented above requires reference to linear adjacency or whether it is possible to dispense with it. I argue for an analysis along the lines of
Embick’s (
2010)
-LIN theory, which takes linear adjacency to be a necessary requirement for triggering contextual allomorphy
20, over
Moskal and Smith’s (
2016) proposal of hyper-contextual rules of VI. I begin by outlining how both approaches can formalise the allomorphy in the simple cases before turning to the more complex configurations discussed above for the portmanteau analyses.
Embick (
2010) uses the symbol ︵ to indicate concatenation of two elements, so the contextual condition for Greko
an may be restated as in (46).
Importantly, Embick also proposes that nodes with null exponents may be removed or ‘pruned’ from linearisations, meaning that they do not count as linear interveners. This is important here because we have assumed that the structure of a dynamic preposition like asce ‘from’ contains a Path and a Place node. The Place node linearly (and structurally) intervenes between the Path node and D. However, on the assumption that Place has a null exponent, pruning leads to the necessary linear configuration for (46) to apply in the presence of a definite article, as shown in (47).
![Languages 07 00169 i044]() |
Moskal and Smith (
2016) argue that a theory of allomorphy that relies solely on cyclic domains (or accessibility domains) as restrictor of contextually conditioned allomorphy is superior to a theory that additionally incorporates linear adjacency.
21 They propose that VEs can have “hyper-contextual” conditions, “mak[ing] reference to multiple nodes in the structure” (
Moskal and Smith 2016, p. 296, (1)), and that this mechanism can account for many cases of blocking typically explained by linear adjacency restrictions. Hyper-contextual restrictions are similar to
Svenonius’s (
2012) spans discussed above in that they refer to regions of contiguous nodes (see
Moskal and Smith 2016, p. 307, fn. 13). While
Moskal and Smith (
2016) focus on outward-looking allomorphy, I assume that a VE for the allomorph
an with inward-looking hyper-contextual restrictions may look as in (48).
22 ![Languages 07 00169 i045]() |
The Place node intervening between Path and D is part of the structural description of the context of application for the VE an. In contrast to Embick’s approach, it does not matter for the selection of the allomorph an whether or not Place has an overt realisation.
In configurations with the prenominal quantifier as in (49), both approaches make the right predictions.
23On
Embick’s (
2010)
-LIN approach, Q linearly intervenes between Path and D. Since it is overt, it cannot be pruned, and the condition for the insertion of
an is not met, since Path is not linearly adjacent to D, even after pruning. Therefore, Path is realised by the default form
asce. Similarly, the hyper-contextual rule for
an in (48) cannot apply because the structural description lacks the Q head.
Configurations with initial demonstrative modifier as in (50) behave completely parallel to the prenominal quantifier on either approach if the demonstrative is a head in the extended projection.
The linear approach also correctly predicts that
an cannot be inserted either if the demonstrative is analysed as specifier. While
Ostrove’s (
2018) stretches discussed in the previous section only involve a linearisation of the heads of an extended projection, the
-LIN account refers to the overall linearised structure, which arguably includes specifiers. It may be that the structural details inside a complex phrase in specifier position are not visible to a higher head for reasons of locality, especially if the phrasal specifier contains a cyclic node itself (which is probably not the case for a tentative phrasal demonstrative), but it is clear that the demonstrative interrupts the linear adjacency of Path and D, whether as head or phrase.
For the hyper-contextual approach, matters are less clear because
Moskal and Smith (
2016) focus on complex heads and do not discuss constructions involving specifiers. If the parallel to spans is taken seriously and the structural description of hyper-contextual rules can only refers to heads, the conditions for the insertion of
an into Place would still be met with a phrasal demonstrative in SpecDP, leading to the wrong prediction that this allomorph must be used. If specifiers could be referenced in hyper-contextual rules, the false insertion of
an could be avoided, since the description of the VE does not contain a demonstrative specifier. I have to leave this question open here.
The postnominal quantifier configuration in (51) should trigger the use of the marked allomorph an. Recall that the structure is as in (52).
For the linear account, this is no problem from the perspective of adjacency, since Path is again linearly adjacent to D. An additional requirement from the perspective of cyclic locality is that the D head needs to be still accessible when Path undergoes VI. This should be the case even on the strong assumption that both D and Place are cyclic nodes (
Embick 2010, p. 66, (66c)).
Matters look more problematic for the hyper-contextual approach. The structural context for insertion of the an allomorph is not available, since D is embedded in SpecQP. Even if specifiers can be referenced in hyper-contextual rules, a distinct homonym of the VE an would be necessary to allow insertion in Path, perhaps along the lines of (53). While technically possible, this would suggest that it is an accidental property of the vocabulary that the same form an is used with simple DPs and in constructions with postnominal quantifier olo.
The alternative account mentioned in note 23 where the quantifier is adjoined to DP would actually allow the Path head to access the determiner, which would make the correct prediction of inserting the marked allomorph here. However, as observed in note 23, the same prediction would, in this case wrongly, apply to the configuration with the prenominal quantifier.
Even more serious issues arise for the combination of the preposition s- with the article of a preposed genitive in (54).
A VE like (55), which parallels the entry for an in (48) above, deals with simple cases correctly. However, based on the above considerations concerning the reference to specifiers in hyper-contextual rules, this rule predicts that the allomorph s- in (54) is triggered by D.
If this was the case, s- should be used independently of whether the fronted genitive contains a definite article. This is wrong, as shown in (57). Only the default form se is acceptable here.
A reviewer asks about configurations where the matrix DP is indefinite. If the determiner triggering the allomorphy was D, then the s- allomorph should not be available here. While such configurations as in (58) appear to be somewhat more marked, it is clear that the reduced form s- is obligatory here, again clearly indicating that the trigger is the linearly adjacent determiner of the possessor.
The only way to avoid these problems in an account with hyper-contextual rules (and without recourse to linear adjacency) would again be an additional VE for s- where the triggering context is a determiner in a following specifier. As before, even if the framework allowed the specific reference to heads of specifiers, the fact that the same allomorph s- occurs in these complex and the simple cases would be accidental. The generalisation that this allomorph occurs exactly when the preposition is adjacent to a definite article would be lost.
The linear/
-LIN account deals with these data far more easily, since the marked form of the preposition is only inserted if a definite article is linearised adjacent to the preposition. The only additional requirement is that D
be accessible in the spell-out cycle when Place or Path are inserted. Since the genitive is first merged inside the domain of D
, the assumption that “the complement of a cyclic head
x is not present in the PF cycle in which the next higher cyclic head
y is spelled out” (
Embick 2010, p. 54) may initially seem to cause problems if D and Place are indeed assumed to be cyclic nodes. In this case, merger of D
would trigger spell-out for the cyclic domain of D
in its low position, namely the complement of D
, the head itself, and any non-cyclic material up to D
. Upon merger of Place, the complement domain of D
would be inaccessible.
However, just as the specifier of a phase head acts as an escape hatch for movement in the syntax, it seems plausible that the movement of DP
to SpecDP may allow at least the edge of DP
to be still accessible in the tentative cycle triggered if Place is a cyclic node. Alternatively, of course, it may be that Place is simply not a cyclic node.
24To sum up the discussion so far, for the empirical domain under discussion it seems that the linear component of
Embick’s (
2010)
-LIN theory has an important role to play for understanding the allomorphy of
asce/an and
se/s-.
Moskal and Smith’s (
2016) hyper-contextual rules run into several problems, suggesting that they may not represent the best way of analysing this type of allomorphy. This is not necessarily a problem for the proposal of hyper-contextual rules
per se though, since while
Moskal and Smith (
2016) aim at removing the need for linear adjacency from the theory, their specific claim is restricted to linear adjacency not being a
universal restrictor on allomorphy (
Moskal and Smith 2016, p. 311, fn. 14), admitting the possibility that linear adjacency may be necessary in specific instances. The present dataset seems to represent such an instance.
I have assumed here that the contextual restrictions can apply directly in the syntactic structure without first assembling the relevant nodes into M-words (
Embick and Noyer 2001) (e.g., by means of head movement). While I think this is a plausible approach if we take seriously the insight that there is no coherent notion of word beyond, maybe, phonology (
Marantz 1997; see also
Newell 2009 and
Kremers 2015), I briefly address the possible hypothesis that allomorphy can only be triggered within an M-word.
In fact, since the problems for the hyper-contextual account stem largely from the treatment of phrasal constituents, M-Word formation as a precondition for allomorphy triggering might make this account more successful. Assuming that M-Word formation proceeds by head movement, an account that aims to ensure that in all cases where the marked allomorph of the adpositions is inserted there is an M-word consisting (at least) of the relevant adpositions and the determiner raises the same issues as a portmanteau-based account along the lines of
Radkevich’s (
2010) VIP in
Section 5.3.
As we saw there, the problematic configurations are those where the head movement operation would have to relate two head positions that are not in a selection relation. In this context,
van Riemsdijk (
1998) is worthy of note. In a discussion of preposition-determiner portmanteaux in German he suggests that a particular type of head movement, head adjunction (59), requires linear adjacency between the two lexical heads.
(59) | Head adjunction (van Riemsdijk 1998, p. 645, (10a)) |
| Two phonetically identified (i.e., not silent) heads are joined, yielding an adjunction structure, in which case the two heads must be strictly linearly adjacent at the moment of application of the rule. |
This implementation is not directly compatible with a realisational model like distributed morphology, since a restriction to “phonologically identified heads” for a type of syntactic movement cannot be formulated in a model where functional heads systematically lack phonological content until post-syntactic vocabulary insertion takes place. The only operation with a similar linear adjacency requirement in DM is local dislocation (
Embick and Noyer 2001), but this can only modify the linear order of nodes after VI and is not able to build M-Word structures. Nevertheless, it seems to me that an account aiming to involve head movement in the explanation of the preposition allomorphy patterns discussed in this paper would have to integrate some type of linear adjacency condition as in (59). With this in place, a portmanteau-based approach building on
Radkevich (
2010) might become feasible, as noted at the end of
Section 5.3.
The central insight seems to be that an account of the preposition allomorphy discussed here cannot avoid admitting a role for linear adjacency in the grammar, either in the contextual conditions of VEs or in a special type of head movement operation for the formation of complex heads.
5.5. A Note on Phonology
In this final section, I briefly address a potential argument that the allomorphy discussed above might actually be conditioned by phonological properties of the definite article rather than its morphosyntactic features.
A phenomenon resembling the alternation for
se/s- is the contraction of the second person singular dative clitic
su with a following third person accusative clitic, most typically with neuter singular
to or plural
ta.
25 This is illustrated in (60b), which alternates with the uncontracted version in (60a). If the defective prosodic status of the clitic pronouns plays a role in licensing the elision of the final vowel of the dative pronoun
su in (60b), maybe the preposition
se interacts in similar ways with the definite article, which is homophonous with the third person neuter accusative clitic pronouns.
While such considerations may have played a role in the genesis of the allomorphy of
se/s-, I believe that, synchronically, the contraction in (60) should be treated as a distinct phenomenon.
26The first argument against unifying the two phenomena is slightly more complicated. Apart from (60b), there are further contraction patterns for the phrase in (60a). The accusative clitic can also contract with the verb for hiatus avoidance, leading to deletion of the initial vowel of the verb and stress shift onto the clitic as in (61a). Presumably the contracted form /'to.pa/ ‘I said it’ is not prosodically defective as it can also be used independently in other contexts. Nevertheless, the second person dative clitic can contract with this already contracted form as in (61b).
![Languages 07 00169 i057]() |
The final observation is notable because it suggests that it is not a requirement for the deletion of the final vowel on su that the following element be prosodically weak. If su-contraction and the contraction of the preposition se with the definite article were due to the same purely phonological mechanism, it would not be clear why (61b) is well-formed, but (62b) is not, even though /'to.pa/ ‘I said it’ and /'to.sa/ ‘so many’ share the same prosodic surface structure.
One way of addressing this contrast may be to assume that proclitics can interact with each other and a following verb form precisely because they form a prosodic unit. If the deletion can only be triggered within a prosodic unit (e.g., the prosodic word) and if we further assume that a preposition like se cannot form the relevant prosodic unit with a quantifier like tosa (but only with a definite article), this might capture the ungrammaticality of (62b).
However, even then, the parallel does not seem to carry over straightforwardly to se. The preposition se is homophonous with the second person singular accusative clitic se. Like other clitic pronouns in Greek (and Greko), se forms a prosodic unit with the verb it is an argument of. However, contraction of se is not possible, even if the first part of the verb is segmentally identical to a form of the definite article.
![Languages 07 00169 i059]() |
To sum up, the phonological phenomena addressed in this subsection generally apply optionally, whereas the choice of
an and
s- in the context of the definite article is not optional at all. Consequently, it seems plausible that they should be kept distinct. While I am not excluding the possibility that a refined analysis is possible, where the weak prosodic properties of the definite article rather than a morphosyntactic feature like [+def] trigger the allomorphy of
asce/an and
se/s-, I see no strong reason for a synchronic analysis to prefer an analysis in terms of phonologically conditioned allomorphy to the morphosyntactic one given in the above discussion. In any case, even an implementation in terms of phonologically conditioned allomorphy would likely remain very similar to the account based on
Embick (
2010) in the previous section, in that the marked allomorph would be triggered by linear adjacency to the relevant weak prosodic constituent.