A semantic and morphological analysis of
Tagalog Plural Pronoun Constructions
Jane Li
Johns Hopkins University
sli213@jhu.edu
Gérard Avelino
Rutgers University
gerard.avelino@rutgers.edu
AFLA 31. June 13, 2024
When combined with some individual \(x\), yield "\(x\) and \(x\)'s family/friends/associates".
(Moravcsik 2003)
Turkish (Göskel & Kerslake 2005)
ablam -ler
sister.SG
-APL
"my sister and her family"
WALS 36: The Associative Plural (Daniel & Moravcsik 2013)
Theoretical
How is this dimension of meaning realized (in form) and composed (in meaning)?
How does Tagalog morphologically encode APL? Can we provide a morphological + compositional semantic analysis of it?
Empirical
Tagalog expresses associative plurality with plural case marking, even when the DP is morphologically singular.
(1) Nakita ni John si Maria
see.PST
NOM.SG
Maria
"John saw Maria."
GEN.SG
John
(2) Nakita ni John sina Maria
see.PST
NOM.PL
Maria
sina
"John saw Maria and her associate(s)."
GEN.SG
John
Another way Tagalog expresses associative meaning is through plural pronoun constructions (PPCs).
General form: plural pronoun [GEN NP]
(3) Nakita ni John kami
see.PST
1P
GEN.SG
John
"John saw us."
(4) Nakita ni John kami ni Maria
see.PST
1P
GEN.SG
Maria
John
GEN.SG
lit. "John saw Maria's us."
"John saw Maria, me (, and maybe someone else)."
⇝ John saw Maria.
⇝ John saw Maria.
1
(2) Nakita ni John sina Maria
see.PST
NOM.PL
Maria
sina
GEN.SG
John
Plural case marking
m
⇝ John saw at least one of Maria's associates.
⇝ John saw at least one of Maria's associates.
⇝ I am one of Maria's associates.
(4) Nakita ni John kami ni Maria
see.PST
1P
GEN.SG
Maria
John
GEN.SG
kami ni Maria
Plural pronoun construction
m
Previous analyses have focused on languages with strategies like Turkish (Nakanishi & Tomioka 2004, Vassileva 2005, Smith 2020, New 2021). Analyzing these alternative strategies in Tagalog helps us understand the morpho-syntactic nature of associative plurality.
Semantic work on PPCs have focused on deriving the numerical inferences (Russian: Vassileva & Larson 2005, Tlingit and Polish: Cable 2017; Icelandic: Sigurðsson & Wood 2020) but not the associative meaning (though see Yuan 2017).
Interaction between the two constructions are possible! Further pinpointing perhaps available?
Assumption: associative plurality is a morpheme (APL) and across the two strategies, share the same source within the DP.
[iAssoc]
[uPL: _ ]
[iPL]
AssocP
KP
NumP
...
...
...
NumP
NP
K
Assoc
Num
AssocP
KP
NumP
...
...
...
NumP
NP
K
Assoc
Num
[iAssoc]
[uPL: PL]
\(t\)
Assoc
Num
[iPL]
AssocP
KP
NumP
...
...
...
NumP
NP
K
Assoc
Num
[iAssoc]
[uPL: _ ]
[iPL]
KP
NumP
...
...
...
NumP
NP
K
Assoc
Num
[iAssoc]
[uPL: PL]
\(t\)
Assoc
Num
[iPL]
AssocP
Turkish
(Göskel & Kerslake 2005)
ablam -ler
sister
-APL
"my sister and her family"
ev -ler
house
-PL
"houses"
sina
AssocP
KP
NumP
...
...
...
NumP
NP
K
Assoc
Num
[iAssoc]
[uPL: PL]
\(t\)
Assoc
Num
[iPL]
NOM
Proper noun
Outstanding questions:
AssocP
NumP
...
...
NumP
NP
Assoc
Num
[iAssoc]
[uPL: PL]
\(t\)
Assoc
Num
[iPL]
Proper noun
\([\![\text{PL}_{+\textrm A}]\!] = \lambda x. \sigma y[\ast\text{Assoc}(x)(y)] \oplus x\)
\([\![\text{PL}_{+\textrm A}]\!]([\![ \text{Maria}]\!])= \sigma y[\ast\text{Assoc}(m)(y)] \oplus m\)
\([\![\text{PL}_{+\textrm A}]\!]\) is looking for an individual (type \(e\)). If NP is a common noun, its type should be \(\langle e,\,t\rangle\) at this point. Type clash rules out the possibility of having a common noun as the NP.
Person features within the DP force it to spell out as the plural pronoun.
AssocP
KP
NumP
...
...
...
NumP
NP
K
Assoc
Num
[iAssoc]
[uPL: _ ]
[iPL]
NOM
Person features within the DP force it to spell out as the plural pronoun.
AssocP
KP
NumP
...
...
...
NumP
NP
K
Assoc
Num
[iAssoc]
[uPL: _ ]
[iPL]
Pers
[i1]
PersP
NOM
Outstanding questions:
kami
AssocP
KP
NumP
...
...
NumP
K
Assoc
Num
[iAssoc]
[uPL: PL]
\(t\)
Assoc
Num
[iPL]
...
NP
Pers
[i1]
PersP
NOM
\([\![\text{PL}_{+\textrm A}]\!] = \lambda x \lambda y. \sigma z[\ast\text{Assoc}(x)(y)\wedge x\leq z] \oplus y\)
\([\![\text{PL}_{+\textrm A}]\!]^g([\![1]\!]^g) = \lambda y. \sigma z[\ast\text{Assoc}(g(1))(y)\wedge g(1)\leq z] \oplus y\)
Caveats:
AssocP
KP
NumP
...
...
NumP
K
Assoc
Num
[iAssoc]
[uPL: PL]
\(t\)
Assoc
Num
[iPL]
...
NP
Pers
[i1]
PersP
NOM
\([\![\text{PL}_{+\textrm A}]\!] = \lambda x \lambda y. \sigma z[\ast\text{Assoc}(x)(y)\wedge x\leq z] \oplus y\)
\([\![\text{PL}_{+\textrm A}]\!]^g([\![1]\!]^g) = \lambda y. \sigma z[\ast\text{Assoc}(g(1))(y)\wedge g(1)\leq z] \oplus y\)
Another semantic argument:
\([\![\text{PL}_{+\textrm A}]\!]\) is looking for an individual (type \(e\)). If the pronoun is left alone and we assume that at KP types should be \(e\) (or something in the type-shifting triangle), there will be a clash at KP. Therefore, there must be an \(e\) argument.
\(\lambda P. \sigma y[\ast P(y)]\)
\(\lambda x \lambda P. \sigma z[\ast P(x)\wedge x\leq z]\)
Associative | Non-associative | |
---|---|---|
Reduced |
|
|
Non-reduced |
|
Definite plural (Kurafuji 1999):
the teachers
Adnominal pronoun constructions:
we linguists
\(\lambda x. \sigma y[\ast\text{Assoc}(x)(y)] \oplus x\)
\(\lambda x \lambda y. \sigma z[\ast\text{Assoc}(x)(y)\\\wedge x\leq z] \oplus y\)
Case marking:
sina Maria
PPCs:
kami ni Maria
⇝ You are one of Maria's associates.
2
m
⇝ John saw Maria.
⇝ John saw at least one of Maria's associates.
(5) Nakita ni John kayo ni Maria
see.PST
2P
GEN.SG
Maria
John
GEN.SG
⇝ John saw Maria.
⇝ John saw at least two of my associates.
⇝ Maria is one of my associates.
⇝ John saw Maria.
⇝ John saw at least one of Maria's associates.
⇝ I am one of Maria's associates.
m
1
(4) Nakita ni John kami ni Maria
see.PST
1P
GEN.SG
Maria
John
GEN.SG
(6) Nakita ni John kami nina Maria
see.PST
1P
GEN.SG
John
GEN.PL
Maria
1
m
(4) Nakita ni John kami ni Maria
see.PST
1P
GEN.SG
Maria
John
GEN.SG
(6) Nakita ni John kami nina Maria
see.PST
1P
GEN.SG
John
GEN.PL
Maria
\([\![\text{PL}_{+\textrm A}]\!]^g([\![1]\!]^g)\)
⇝ John saw Maria.
⇝ John saw at least two of my associates.
⇝ Maria is one of my associates.
⇝ John saw Maria.
⇝ John saw at least one of Maria's associates.
⇝ I am one of Maria's associates.
m
1
1
m
\(([\![\text{Maria}]\!]^g)\)
\([\![\text{PL}_{+\textrm A}]\!]^g([\![\text{Maria}]\!]^g)\)
\(([\![1]\!]^g)\)
Our heartfelt thanks to the JHU Semantics lab and the Rutgers SURGE reading group for suggestions.