>>CB: Yes. I'm trying to distinguish between the syntax of a specific
human language like English, which I don't think you or Chomsky is
inscribed in human genetics and the brain , and a ,what shall we call
it, meta-syntax? or some more general genetically inscribed ability,
faculty for learning any specific syntax such as that of English or
Chinese or Choctaw.  Clearly no one is born with knowledge of English
syntax. But all humans are born with a much greater ability than
chimps or other species to learn English or any other syntax, a
specific faculty and genetically based part of the brain which all
humans have, whether they are born in England or not.  I human born in
China has this special in born ability to learn English syntax.

I'm sure we agree on this. But it is all I was getting at in what you
quote of me above.<<


Yes, it has been a long-running debate in post-Chomskian
traditions/theoretical frameworks/approaches/programs/schools of
thought/sub-schools of thought etc. If there is this universal
grammar, then aren't all natural languages more alike than they are
different?

Chomsky's later 'minimalist program' moves away from
'representational' towards 'derivational'.


http://en.wikipedia.org/wiki/Universal_grammar#Chomsky.27s_theory

Chomsky's theory
Further information: Language acquisition device, Generative grammar,
X-bar theory, Government and Binding, Principles and parameters, and
Minimalist Program

Linguist Noam Chomsky made the argument that the human brain contains
a limited set of rules for organizing language. In turn, there is an
assumption that all languages have a common structural basis. This set
of rules is known as universal grammar.

Speakers proficient in a language know what expressions are acceptable
in their language and what expressions are unacceptable. The key
puzzle is how speakers should come to know the restrictions of their
language, since expressions that violate those restrictions are not
present in the input, indicated as such. This absence of negative
evidence—that is, absence of evidence that an expression is part of a
class of the ungrammatical sentences in one's language—is the core of
the poverty of stimulus argument. For example, in English one cannot
relate a question word like 'what' to a predicate within a relative
clause (1):

(1) *What did John meet a man who sold?

Such expressions are not available to the language learners, because
they are, by hypothesis, ungrammatical for speakers of the local
language. Speakers of the local language do not utter such expressions
and note that they are unacceptable to language learners. Universal
grammar offers a solution to the poverty of the stimulus problem by
making certain restrictions universal characteristics of human
languages. Language learners are consequently never tempted to
generalize in an illicit fashion.

http://en.wikipedia.org/wiki/Universal_grammar#Criticism

Sampson, Roediger, Elman and Hurford are hardly alone in suggesting
that several of the basic assumptions of Universal Grammar are
unfounded. Indeed, a growing number of language acquisition
researchers argue that the very idea of a strict rule-based grammar in
any language, flies in the face of what is known about how languages
are spoken and how languages evolve over time. For instance, Morten
Christiansen and Nick Chater have argued that the relatively
fast-changing nature of language would prevent the slower-changing
genetic structures from ever catching up, undermining the possibility
of a genetically hard-wired universal grammar.[6]  In addition, it has
been suggested, that people learn about probabilistic patterns of word
distributions in their language, rather than hard and fast rules (see
the distributional hypothesis).[7]  It has also been proposed that the
poverty of the stimulus problem can be largely avoided, if we assume
that children employ similarity-based generalization strategies in
language learning, generalizing about the usage of new words from
similar words that they already know how to use.[8]

Another way of defusing the poverty of the stimulus argument, is to
assume that if language learners notice the absence of classes of
expressions in the input, they will hypothesize a restriction (a
solution closely related to Bayesian reasoning). In a similar vein,
language acquisition researcher Michael Ramscar has suggested that
when children erroneously expect an ungrammatical form that then never
occurs, the repeated failure of expectation serves as a form of
implicit negative feedback that allows them to correct their errors
over time.[9] This implies that word learning is a probabilistic,
error-driven process, rather than a process of fast mapping, as many
nativists assume.


http://en.wikipedia.org/wiki/Minimalist_program

Chomsky presents MP as a program, and not as a theory, following Imre
Lakatos's distinction.[2]  The MP seeks to be a mode of inquiry,
characterized also by the flexibility of the multiple directions that
its minimalism enables. That is, ultimately, the MP provides the
conceptual framework guiding the development of grammatical theory.
For Chomsky, there are just minimalist questions, and the answers can
be framed in any theory. Of all these questions, the one that plays a
crucial role is this: why language has the properties it has.[3]  That
said, MP lays out a very specific specification of the basis of
syntactic grammar that when compared to other formalisms looks very
much like a theory.

---------------------

Bare Phrase Structure

A major development of MP inquiry is the so called Bare Phrase
Structure (often abbreviated BPS), a new theory of phrase structure
(or sentence building in simple terms) developed by Noam Chomsky.[9]

This theory contrasts with X-bar theory, which preceded it, in four
important ways:

   1. BPS structure is derivational. That is, it is built from the
bottom up, bit by bit. X-Bar Theory, on the other hand, is
representational. That is, a structure for a given construction is
built in one fell swoop, then the lexical items are inserted into the
structure.
   2. BPS does not have a preconceived structure, while in X-Bar
Theory, every phrase has a specifier and a complement.
   3. BPS has only binary branching while X-Bar Theory permits both
binary and unary branching.
   4. BPS does not distinguish between a "head" and a "terminal".

BPS operates with two basic operations, Merge and Move. Although there
is current debate on exactly how Move is to be formulated, the
differences between the current proposals are minute. The following
discussion follows Chomsky's original proposal. Merge is a function
that takes two objects (say α and β) and merges them into an unordered
set with a label (either α or β, in this case α). The label identifies
the properties of the phrase.

http://en.wikipedia.org/wiki/Optimality_Theory

Input and GEN: the candidate set

Optimality theory supposes that there are no language-specific
restrictions on the input. This is called richness of the base. Every
grammar can handle every possible input. For example, a language
without complex clusters must be able to deal with an input such as
/flask/. Languages without complex clusters differ on how they will
resolve this problem; some will epenthesize (e.g. /falasak/, or
/falasaka/ if all codas are banned) and some will delete (e.g. /fas/,
/fak/, /las/, /lak/). Given any input, GEN generates an infinite
number of candidates, or possible realizations of that input. A
language's grammar (its ranking of constraints) determines which of
the infinite candidates will be assessed as optimal by EVAL.

----------------------------

A more serious objection to optimality theory is the claim that it
cannot account for phonological opacity (see Idsardi 2000, e.g.). In
derivational phonology effects may be seen that are inexplicable at
the surface level but which are explainable through "opaque" rule
ordering; but in optimality theory, which has no intermediate levels
for rules to operate on, these effects are difficult to explain.

For example, in Québécois French high front vowels triggered
affrication of /t/, (e.g. /tipik/ → [tspɪk]) but the loss of high
vowels (visible at the surface level) leaves the affrication with no
apparent source. Derivational phonology can explain this by saying
that vowel syncope (the loss of the vowel) "counterbled" affrication -
that is, instead of vowel syncope occurring and "bleeding" (i.e.
preventing) affrication, we say that affrication applies before vowel
syncope, so that the high vowel is removed and the environment
destroyed which had triggered affrication. Such counterbleeding rule
orderings are therefore termed opaque (instead of transparent),
because their effects are not visible at the surface level.

The opacity of such phenomena finds no straightforward explanation in
optimality theory, since intermediate forms are not accessible
(constraints refer only to the surface form and/or the underlying
form). There have however been a number of proposals designed to
account for it; but most of these proposals significantly alter
optimality theory's basic architecture, and therefore tend to be
highly controversial. Frequently, such alterations add new types of
constraints (which are not universal faithfulness or markedness
constraints), or change the properties of GEN (such as allowing for
serial derivations) or EVAL. Some well-known examples of these include
John J. McCarthy's sympathy theory and candidate chains theory, and
there are many others.

A relevant issue is the existence of circular chain shifts, i.e. cases
where input /X/ maps to output [Y], but input /Y/ maps to output [X].
Many versions of optimality theory predict this to be impossible (see
Moreton 2004, Prince 2007). It is not certain whether patterns of this
sort occur in natural languages.

Optimality theory is also criticized as being an impossible model of
speech production/perception: computing and comparing an infinite
number of possible candidates would take an infinitely long time to
process. Idsardi (2006) argues this position, though other linguists
dispute this claim on the grounds that Idsardi makes unreasonable
assumptions about the constraint set and candidates, and that more
moderate instantiations of optimality theory do not present such big
computational problems (see Kornai (2006) and Heinz, Kobele, and
Riggle (2009)). Another common rebuttal to this criticism of
optimality theory is that the framework is purely representational. In
this view, optimality theory is taken to be a model of linguistic
competence and is therefore not intended to explain the specifics of
linguistic performance.[1][2]

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