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The Minimalist Program Chomsky (1995:170–71) ‘we assume that S 0 is constituted of invariant principles with options restricted to functional elements and general properties of the lexicon’ ‘conditions on representations — those of binding theory, Case theory, θ-theory, and so on — hold only at the interface, and are motivated by properties of the interface, perhaps properly understood as modes of interpretation by performance systems’ ‘the linguistic expressions are the optimal realizations of the interface conditions, where “optimality” is determined by economy conditions of UG’ ‘with a proper understanding of such [economy] principles, it may be possible to move toward the minimalist design: a theory of language that takes a linguistic expression to be nothing other than a formal object that

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The Minimalist Program. Chomsky (1995:170–71). • ‘we assume that S 0 is constituted of invariant principles with options restricted to functional elements and general properties of the lexicon’. • ‘ conditions on representations — those of binding theory, Case theory, - PowerPoint PPT Presentation

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Page 1: The Minimalist Program

The Minimalist Program

Chomsky (1995:170–71)

• ‘we assume that S0 is constituted of invariant principles with options restricted to functional elements and general properties of the lexicon’

• ‘conditions on representations — those of binding theory, Case theory, θ-theory, and so on — hold only at the interface, and are motivated by properties of the interface, perhaps properly understood as modes of interpretation by performance systems’

• ‘the linguistic expressions are the optimal realizations of the interface conditions, where “optimality” is determined by economy conditions of UG’• ‘with a proper understanding of such [economy] principles, it may be possible to move toward the minimalist design: a theory of language that takes a linguistic expression to be nothing other than a formal object that satisfies the interface conditions in the optimal way’

Page 2: The Minimalist Program

The Minimalist Program

Chomsky (1995:170–71)

• ‘we assume that S0 is constituted of invariant principles with options restricted to functional elements and general properties of the lexicon’

• ‘conditions on representations — those of binding theory, Case theory, θ-theory, and so on — hold only at the interface, and are motivated by properties of the interface, perhaps properly understood as modes of interpretation by performance systems’

• ‘the linguistic expressions are the optimal realizations of the interface conditions, where “optimality” is determined by economy conditions of UG’• ‘with a proper understanding of such [economy] principles, it may be possible to move toward the minimalist design: a theory of language that takes a linguistic expression to be nothing other than a formal object that satisfies the interface conditions in the optimal way’

Page 3: The Minimalist Program

The Minimalist Program

Parameters as properties of F-categories• ‘we assume that S0 is constituted of invariant principles with options

restricted to functional elements and general properties of the lexicon’

→ language variation as variation in the properties of functional categories of individual languages

Page 4: The Minimalist Program

The Minimalist Program

Parameters as properties of F-categories

(1)a. John hit Maryb. John-ga Mary-o butta

John-NOM Mary-ACC hit

• ‘we assume that S0 is constituted of invariant principles with options restricted to functional elements and general properties of the lexicon’

→ language variation as variation in the properties of functional categories of individual languages

Page 5: The Minimalist Program

The Minimalist Program

Parameters as properties of F-categories

(1)a. John hit Maryb. John-ga Mary-o butta

John-NOM Mary-ACC hit

• ‘we assume that S0 is constituted of invariant principles with options restricted to functional elements and general properties of the lexicon’

→ word-order variation as variation in the properties of the F-category regulating object placement

Page 6: The Minimalist Program

The Minimalist Program

Parameters as properties of F-categories

(1)a. John hit Mary

b. John-ga ______ butta

• ‘we assume that S0 is constituted of invariant principles with options restricted to functional elements and general properties of the lexicon’

→ word-order variation as variation in the properties of the F-category regulating object placement

Mary-oFF

→ English F is weak (hence does not attract OB)→ Japanese F is strong (hence attracts OB to it)

Page 7: The Minimalist Program

The Minimalist Program

Parameters as properties of F-categories

(1)a. John hit Mary

b. John-ga ______ butta

• ‘we assume that S0 is constituted of invariant principles with options restricted to functional elements and general properties of the lexicon’

→ F is the node checking accusative Case (-o) on OB

Mary-oFF

→ accusative Case is checked in F’s specifier position

Page 8: The Minimalist Program

The Minimalist Program

Parameters as properties of F-categories

(1)a. John hit Mary

b. John-ga ______ butta

• ‘we assume that S0 is constituted of invariant principles with options restricted to functional elements and general properties of the lexicon’

Q: what is the nature of ‘F’ checking ACC in (1)?

Mary-oFF

A: an Agreement head (cf. NOM: Portuguese (2))

Page 9: The Minimalist Program

The Minimalist Program

Parameters as properties of F-categories

(2)a. eles aprovarem a proposta

they-NOM approve-3PL the proposalb. (*eles) aprovar a proposta

• ‘we assume that S0 is constituted of invariant principles with options restricted to functional elements and general properties of the lexicon’

Q: what is the nature of ‘F’ checking ACC in (1)?A: an Agreement head (cf. NOM: Portuguese (2))

Page 10: The Minimalist Program

The Minimalist Program

Parameters as properties of F-categories

(3)[AgrSP __ [AgrS [TP T [AgrOP __ [AgrO [VP SU [V

OB]]]]]]]

• ‘we assume that S0 is constituted of invariant principles with options restricted to functional elements and general properties of the lexicon’

→ two Agr nodes, for subject (NOM) and object (ACC)→ movement of SU and OB to SpecAgrP positions

SU OB

(V also moves, up to AgrO; AgrO-to-T; T-to-AgrS)→ language variation wrt the timing of these mov’ts

Page 11: The Minimalist Program

tj

tj

ti

sample derivationbottom-up tree building

V OBi

V'

VPSUj

AgrO'AgrO

TT'

TP

AgrSAgrS'

AgrSP

next, V raises to AgrO and OB raises to the newly-merged SpecAgrOP

Page 12: The Minimalist Program

tj

tj

ti

sample derivationbottom-up tree building

V OBi

V'

VPSUj

AgrO'AgrO

AgrOPTT'

TP

AgrSAgrS'

AgrSP

ti

next, T merges w/ AgrOP and SU raises to the newly-merged SpecTP

next, AgrO raises to T

TP

tj

and T-to-AgrS and SU-to-SpecAgrSP mov’t ensue

next, AgrS merges

tj

Page 13: The Minimalist Program

The Minimalist Program

Parameters as properties of F-categories

(3a) Spell-Out: SU in SpecAgrSP, OB in situ

[AgrSP __ [AgrS [TP T [AgrOP __ [AgrO [VP SU [V

OB]]]]]]]

• ‘we assume that S0 is constituted of invariant principles with options restricted to functional elements and general properties of the lexicon’

SU OB

→ language variation wrt the timing of these mov’ts

Page 14: The Minimalist Program

The Minimalist Program

Parameters as properties of F-categories

(3b) Spell-Out: SU in SpecAgrSP, OB in SpecAgrOP

[AgrSP __ [AgrS [TP T [AgrOP __ [AgrO [VP SU [V

OB]]]]]]]

• ‘we assume that S0 is constituted of invariant principles with options restricted to functional elements and general properties of the lexicon’

SU OB

→ language variation wrt the timing of these mov’ts

Page 15: The Minimalist Program

The Minimalist Program

Parameters as properties of F-categories

(3c) Spell-Out: SU and OB in situ, V in AgrO (or higher)

[AgrSP __ [AgrS [TP T [AgrOP __ [AgrO [VP SU [V

OB]]]]]]]

• ‘we assume that S0 is constituted of invariant principles with options restricted to functional elements and general properties of the lexicon’

SU OB

→ language variation wrt the timing of these mov’ts

V

→ clearly, SU & OB do not always check case overtly→ the Case Filter is not an S-Structure condition!

Page 16: The Minimalist Program

The Minimalist Program

Chomsky (1995:170–71)

• ‘we assume that S0 is constituted of invariant principles with options restricted to functional elements and general properties of the lexicon’

• ‘conditions on representations — those of binding theory, Case theory, θ-theory, and so on — hold only at the interface, and are motivated by properties of the interface, perhaps properly understood as modes of interpretation by performance systems’

• ‘the linguistic expressions are the optimal realizations of the interface conditions, where “optimality” is determined by economy conditions of UG’• ‘with a proper understanding of such [economy] principles, it may be possible to move toward the minimalist design: a theory of language that takes a linguistic expression to be nothing other than a formal object that satisfies the interface conditions in the optimal way’

Page 17: The Minimalist Program

The Minimalist Program

Conditions on representations at the interface

• ‘conditions on representations — those of binding theory, Case theory, θ-theory, and so on — hold only at the interface, and are motivated by properties of the interface, perhaps properly understood as modes of interpretation by performance systems’

the tough-movement/easy-to-please construction

Page 18: The Minimalist Program

The Minimalist Program

Conditions on representations at the interface

(4a) John is easy [CP Op C [PRO to please t ]]

(4b) * John is easy [CP C [PRO to please him ]]

(4c) it is easy to please John

• ‘conditions on representations — those of binding theory, Case theory, θ-theory, and so on — hold only at the interface, and are motivated by properties of the interface, perhaps properly understood as modes of interpretation by performance systems’

the tough-movement/easy-to-please construction

Page 19: The Minimalist Program

The Minimalist Program

Conditions on representations at the interface

• ‘conditions on representations — those of binding theory, Case theory, θ-theory, and so on — hold only at the interface, and are motivated by properties of the interface, perhaps properly understood as modes of interpretation by performance systems’

anaphor binding ambiguity and idiomatic fixing

Page 20: The Minimalist Program

Binding Theory &Levels of Representation

(5) a. Johni does not know that Billk took

pictures of himself*i/k

b. Johni does not know how many

pictures of himselfi/k Billk took

c. how many pictures of himselfi/k

does Johni think Billk took?(5a) is straightforward

(5b) gives us the i-reading at S-Structure

Page 21: The Minimalist Program

Binding Theory &Levels of Representation

(5) a. Johni does not know that Billk took

pictures of himself*i/k

b. Johni does not know how many

pictures of himselfi/k Billk took

c. how many pictures of himselfi/k

does Johni think Billk took?but S-Structure application of BT-A is insufficientbecause (5c) also gives us the i-reading

Page 22: The Minimalist Program

Binding Theory &Levels of Representation

(5) a. Johni does not know that Billk took

pictures of himself*i/k

b. Johni does not know how many

pictures of himselfi/k Billk took

c. how many pictures of himselfi/k

does Johni think Billk took?but S-Structure application of BT-A is insufficient… and it can even be shown to be wrong

Page 23: The Minimalist Program

Binding Theory &Levels of Representation

(5) a. Johni does not know that Billk took

pictures of himself*i/k

b. Johni does not know how many

pictures of himselfi/k Billk took

c. how many pictures of himselfi/k

does Johni think Billk took?

‘photograph’ only gives us the k-reading

i-reading available on non-idiomatic reading

Page 24: The Minimalist Program

Binding Theory &Levels of Representation

(5) a. Johni does not know that Billk took

pictures of himself*i/k

b. Johni does not know how many

pictures of himselfi/k Billk took

c. how many pictures of himselfi/k

does Johni think Billk took?

… the apparent case for BT-A @ S-Structure

concentrate on (5b)

Page 25: The Minimalist Program

Binding Theory &Levels of Representation

(5) a. Johni does not know that Billk took

pictures of himself*i/k

b. Johni does not know how many

pictures of himselfi/k Billk took

c. how many pictures of himselfi/k

does Johni think Billk took?that the i-reading is available in (5b) in principlebut NOT on the idiomatic ‘photograph’ reading …

Page 26: The Minimalist Program

Binding Theory &Levels of Representation

(5) a. Johni does not know that Billk took

pictures of himself*i/k

b. Johni does not know how many

pictures of himselfi/k Billk took

c. how many pictures of himselfi/k

does Johni think Billk took?

at S-Structure John locally c-commands himself

does not follow if BT-A applies at S-Structure →

Page 27: The Minimalist Program

Binding Theory &Levels of Representation

(5) b.

Billk took

NO: the two copies are ‘too rich’!

is this going to be our final LF-representation?

how many pictures of himselfhow many pictures of himself

Johni does not know…

Page 28: The Minimalist Program

Binding Theory &Levels of Representation

(5) b.how many pictures of himself

Billk took

turn the complete lower copy into a variable

keep the complete upstairs copy

how many pictures of himself

Johni does not know…

reducing the copies → OPTION I

Page 29: The Minimalist Program

Binding Theory &Levels of Representation

(5) b.how many pictures of himself

Billk took

→ the i-reading (and only the i-reading) ensues

himself is present only in the upstairs copy

t

Johni does not know…

reducing the copies → OPTION I → RESULT

Page 30: The Minimalist Program

Binding Theory &Levels of Representation

(5) b.how many pictures of himself

Billk took

→ the idiomatic reading ‘photograph’ is out

take pictures is NOT an LF-unit in this structure

t

Johni does not know…

reducing the copies → OPTION I → RESULT

Page 31: The Minimalist Program

Binding Theory &Levels of Representation

(5) b.how many pictures of himself

Billk took

keep the restriction in the downstairs copy

keep only the operator part of the upstairs copy

how many pictures of himself

Johni does not know…

reducing the copies → OPTION II

Page 32: The Minimalist Program

Binding Theory &Levels of Representation

(5) b.how many

Billk took

→ the k-reading (and only the k-reading) ensues

himself is present only in the downstairs copy

t pictures of himself

Johni does not know…

reducing the copies → OPTION II → RESULT

Page 33: The Minimalist Program

Binding Theory &Levels of Representation

(5) b.how many

Billk took

→ the idiomatic reading ‘photograph’ is okay

take pictures IS an LF-unit

t pictures of himself

Johni does not know…

reducing the copies → OPTION II → RESULT

Page 34: The Minimalist Program

Binding Theory &Levels of Representation

(5) b.how many pictures of himself

Billk took

(ii) idiomatic reading ‘photograph’ UNavailable

(i) i-reading (‘John’) only

t

Johni does not know…

summary — OPTION I

Page 35: The Minimalist Program

Binding Theory &Levels of Representation

(5) b.how many

Billk took

(ii) idiomatic reading ‘photograph’ available

(i) k-reading (‘Bill’) only

t pictures of himself

Johni does not know…

summary — OPTION II

Page 36: The Minimalist Program

Binding Theory &Levels of Representation

(5) a. Johni does not know that Billk took

pictures of himself*i/k

b. Johni does not know how many

pictures of himselfi/k Billk took

c. how many pictures of himselfi/k

does Johni think Billk took?if BT-A were allowed to apply at S-Structurewe could base antecedent choice directly on (5b)

Page 37: The Minimalist Program

Binding Theory &Levels of Representation

(5) a. Johni does not know that Billk took

pictures of himself*i/k

b. Johni does not know how many

pictures of himselfi/k Billk took

c. how many pictures of himselfi/k

does Johni think Billk took?… independently of what happens later, at LF!(i.e., regardless of whether option I or II is chosen)

Page 38: The Minimalist Program

Binding Theory &Levels of Representation

(5) a. Johni does not know that Billk took

pictures of himself*i/k

b. Johni does not know how many

pictures of himselfi/k Billk took

c. how many pictures of himselfi/k

does Johni think Billk took?… so we would predict the i-reading to be okayon the idiomatic reading of take pictures

← BAD!

Page 39: The Minimalist Program

Binding Theory &Levels of Representation

Principle A andBinding @ S-Structure

conclusion:correlation between idiomatic fixing and antecedent choice follows ONLY w/ BT-A

at LF

Page 40: The Minimalist Program

Binding Theory &Levels of Representation

Principle A andBinding @ S-Structure

conclusion:→ reference to S-Structure is impossible

in the domain of the Binding Theory

Page 41: The Minimalist Program

The Minimalist Program

Conditions on representations at the interface

• ‘conditions on representations — those of binding theory, Case theory, θ-theory, and so on — hold only at the interface, and are motivated by properties of the interface, perhaps properly understood as modes of interpretation by performance systems’

Page 42: The Minimalist Program

The Minimalist Program

Chomsky (1995:170–71)

• ‘we assume that S0 is constituted of invariant principles with options restricted to functional elements and general properties of the lexicon’

• ‘conditions on representations — those of binding theory, Case theory, θ-theory, and so on — hold only at the interface, and are motivated by properties of the interface, perhaps properly understood as modes of interpretation by performance systems’

• ‘the linguistic expressions are the optimal realizations of the interface conditions, where “optimality” is determined by economy conditions of UG’• ‘with a proper understanding of such [economy] principles, it may be possible to move toward the minimalist design: a theory of language that takes a linguistic expression to be nothing other than a formal object that satisfies the interface conditions in the optimal way’

Page 43: The Minimalist Program

The Minimalist Program

It’s the economy, stupid…!

• ‘the linguistic expressions are the optimal realizations of the interface conditions, where “optimality” is determined by economy conditions of UG’

Page 44: The Minimalist Program

The Minimalist Program

It’s the economy, stupid…!

(6) ProcrastinateDon’t move before Spell-Outif you don’t absolutely have to!

• ‘the linguistic expressions are the optimal realizations of the interface conditions, where “optimality” is determined by economy conditions of UG’

Page 45: The Minimalist Program

The Minimalist Program

It’s the economy, stupid…!

… recall the English/Japanese contrast: (1')

(1') a. John hit Maryb. John-ga ______ butta Mary-o

AgrO

AgrO

→ English AgrO is weak, does not attract OB overtly→ Japanese AgrO is strong, attracts OB at Spell-Out

Mary-o

Page 46: The Minimalist Program

The Minimalist Program

It’s the economy, stupid…!

(7) The Minimal Link ConditionMake the shortest move!

• ‘the linguistic expressions are the optimal realizations of the interface conditions, where “optimality” is determined by economy conditions of UG’

Page 47: The Minimalist Program

The Minimalist Program

It’s the economy, stupid…!

(3) converges: both SU and OB are makingthe shortest possible move

(3)[AgrSP __ [AgrS [TP T [AgrOP __ [AgrO [VP SU [V

OB]]]]]]]SU OB

Page 48: The Minimalist Program

The Minimalist Program

It’s the economy, stupid…!

(3') crashes: OB is making too long a move

(3') *[AgrSP __ [AgrS [TP T [AgrOP __ [AgrO [VP SU [V

OB]]]]]]]SU OB

→ this ensures that John kissed Mary cannot mean what Mary kissed John means

Page 49: The Minimalist Program

The Minimalist Program

It’s the economy, stupid…!

(8) The Principle of Full Interpretation

Remove all uninterpretable symbols

from the interface representations!

• ‘the linguistic expressions are the optimal realizations of the interface conditions, where “optimality” is determined by economy conditions of UG’

Page 50: The Minimalist Program

The Minimalist Program

It’s the economy, stupid…!

… back to the English/Japanese contrast: (1')

(1') a. John hit MaryAgrO

→ English AgrO is weak, does not attract OB overtly… but it does ultimately attract OB, covertly (→ at LF)

MaryMary

Page 51: The Minimalist Program

The Minimalist Program

It’s the economy, stupid…!

… back to the English/Japanese contrast: (1')

(1') a. John hit Maryb. John-ga ______ butta

Mary-oAgrO

AgrO

so that AgrO’s & OB’s uninterpretable Case featuresare checked and eliminated, in keeping with FI (8)

MaryMary-o

Page 52: The Minimalist Program

The Minimalist Program

It’s the economy, stupid…!

(8) The Principle of Full Interpretation

Remove all uninterpretable symbols

from the interface representations!

• ‘the linguistic expressions are the optimal realizations of the interface conditions, where “optimality” is determined by economy conditions of UG’

→ also forces expletives to be removed at LF

Page 53: The Minimalist Program

The Minimalist Program

It’s the economy, stupid…!

(8) The Principle of Full InterpretationRemove all uninterpretable symbolsfrom the interface representations!

(9)a. there are many people in the roomb. many people are in the room

• ‘the linguistic expressions are the optimal realizations of the interface conditions, where “optimality” is determined by economy conditions of UG’→ expletive replacement takes care of agreement

Page 54: The Minimalist Program

The Minimalist Program

Chomsky (1995:170–71)

• ‘we assume that S0 is constituted of invariant principles with options restricted to functional elements and general properties of the lexicon’

• ‘conditions on representations — those of binding theory, Case theory, θ-theory, and so on — hold only at the interface, and are motivated by properties of the interface, perhaps properly understood as modes of interpretation by performance systems’

• ‘the linguistic expressions are the optimal realizations of the interface conditions, where “optimality” is determined by economy conditions of UG’• ‘with a proper understanding of such [economy] principles, it may be possible to move toward the minimalist design: a theory of language that takes a linguistic expression to be nothing other than a formal object that satisfies the interface conditions in the optimal way’

Page 55: The Minimalist Program

The Minimalist Program

Further issues (I): X-bar Theory

Q1: Could we allow X-bar structure to be simplified?Could we manage without the X'/XP distinction?

Q2: Could we force X-bar structure to be simplified?Could the X'/XP distinction be shown to be bad?

Page 56: The Minimalist Program

tj

tj

ti

V NPV'

VPNPi

I'I

TT'

TP

AgrSAgrS'

AgrSP

NP raises to SpecIP Q: how do we ensure that the result is IP, not NP?

The Minimalist Program

NPi

IP*NP

trivial with standard X-bar theory: the NP-labelled structure is ill-formed →I-projection is incompletenot immediately obvious with simplified X-bar theory: I-projection is certainly not incomplete

IP

VP

I’s strong feature that triggers NP’s mov’t must be checkedbefore I is included in a larger structure with a different label

Page 57: The Minimalist Program

tj

tj

ti

V NP2

VP

VPNP1

IPI

TT'

TP

AgrSAgrS'

AgrSP

Is there a compelling reason to prefer (10) to (11)?

The Minimalist Program

I'I VP

NP1 V'V NP

2N1 N1

N2

N2

(10) (11)

NO → (11) is simpler, hence preferred cet. par.

Page 58: The Minimalist Program

tj

tj

ti

V NP2

VP

VPNP1

IPI

TT'

TP

AgrSAgrS'

AgrSP

Is there a compelling reason to prefer (11) to (10)?

The Minimalist Program

I'I VP

NP1 V'V NP

2N1 N1

N2

N2

(10) (11)

YES → (10) does not translate into word order

→ in (10), NP1 asymmetrically c-commands V (etc.)

Page 59: The Minimalist Program

tj

tj

ti

V NP2

VP

VPNP1

IPI

TT'

TP

AgrSAgrS'

AgrSP

Is there a compelling reason to prefer (11) to (10)?

The Minimalist Program

I'I VP

NP1 V'V NP

2N1 N1

N2

N2

(10) (11)

YES → (10) does not translate into word order

… but V' also asymmetrically c-commands N1

Page 60: The Minimalist Program

tj

tj

ti

V NP2

VP

VPNP1

IPI

TT'

TP

AgrSAgrS'

AgrSP

Is there a compelling reason to prefer (11) to (10)?

The Minimalist Program

I'I VP

NP1 V'V NP

2N1 N1

N2

N2

(10) (11)

YES → (10) does not translate into word order

so if asymmetric c-command yields linear order…

Kayne (1994)

Page 61: The Minimalist Program

tj

tj

ti

V NP2

VP

VPNP1

IPI

TT'

TP

AgrSAgrS'

AgrSP

Is there a compelling reason to prefer (11) to (10)?

The Minimalist Program

I'I VP

NP1 V'V NP

2N1 N1

N2

N2

(10) (11)

YES → (10) does not translate into word order

… then (10) fails to linearly order N1 and V← BAD!

Page 62: The Minimalist Program

The Minimalist Program

Further issues (II): Agr

Q1: Could we simplify the ‘split-IP’ structure?

Could we manage without the AgrPs?

Q2: Could we force IP structure to be simplified?Could the AgrP structure be argued to be bad?

NB1: ‘agreement’ is a relationship, not in any obvioussense a node in the tree

NB2: ‘Agr’ qua node is totally devoid of interpretation

Page 63: The Minimalist Program

AgrSPSUj AgrS'

AgrS TP tj T' T AgrOP

OBi

AgrO' AgrO VP

tj V'

Vti

sample derivation(recapitulation)

a bit of an ‘embarrassment of riches’ upstairs…

Page 64: The Minimalist Program

AgrSPSUj AgrS'

AgrS TP tj T' T AgrOP

OBi

AgrO' AgrO VP

tj V'

Vti

sample derivation(recapitulation)

… we don’t seem to need both AgrSP and TP

Page 65: The Minimalist Program

TP SUj T' T vP

OBi vP

tj v' v VP

Vti

the alternative(Chomsky 1995: Ch. 4)

the v is a agentive/causative ‘light verb’

Page 66: The Minimalist Program

TP SUj T' T vP

OBi vP

tj v' v VP

Vti

the alternative(Chomsky 1995: Ch. 4)

v introduces SU and checks OB’s accusative Case

Burzio’sGeneralisationis now derived

Page 67: The Minimalist Program

TP SUj T' T vP

OBi vP

tj v' v VP

Vti

the alternative(Chomsky 1995: Ch. 4)

v needs multiple specifiers to play its part

Page 68: The Minimalist Program

TP SUj T' T vP

OBi vP

tj v' v VP

Vti

the alternative(Chomsky 1995: Ch. 4)

multiple specifiers are incompatible w/ Kayne (94)

Kayne’s (1994)antisymmetryis abandoned

Page 69: The Minimalist Program

The Minimalist Program

Further issues (III): ‘Bare Phrase Structure’

Q1: Could we allow X-bar theory to be abandoned?Could we manage without bar-level distinctions?

Q2: Could we force X-bar theory to be abandoned?Could bar-level distinctions be proven wrong?

→ Chomsky’s ‘Bare Phrase Structure’ attemptsto show that X-bar theory is unnecessary andhas to be abandoned (to allow multiple specs)

Page 70: The Minimalist Program

T SUj T T v

OBi v

tj v v V

Vti

the alternative(à la ‘Bare Phrase Structure’)

maybe even the labels are superfluous (Collins)

Page 71: The Minimalist Program

The Minimalist Program

More recent developments (Chomsky 2000, 2001)

• locality theory and the concept of phase

→ Agree can establish relationships betweenmatching features only within a local

domain,the phase (cf. ‘bounding node’, ‘barrier’,

‘cycle’)• cyclic Spell-out and the overt-covert distinction→ ‘purely “covert” Agree is just part of the single

narrow-syntactic cycle’→ ‘perform computations as quickly as possible’

(‘earliness’ à la Pesetsky; contra Procrastinate!)