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Epstein, Samuel D. (2000) Essays in Syntactic Theory. Routledge, hardbound ISBN 0-415-19235-8, 216pp, Routledge Leading Linguists Series. Manideepa Patnaik, Harvard University This book is a collection of nine articles by Samuel D. Epstein which have been published in leading journals between 1984 and 1997. Each article is within the generative theory of linguistics, pioneered by Noam Chomsky. They are as follows: 1. A Note on Functional Determination and Strong Crossover 2. Quantifier-pro and the LF Representation of PROarb 3. The Local Binding Condition and LF Chains 4. Adjunction and Pronominal Variable Binding 5. Quantification in Null Operator Constructions 6. Differentiation and Reduction in Syntactic Theory: A Case Study 7. Derivational Constraints on A-bar Chain Formation 8. Overt Scope Marking and Covert Verb-Second 9. "UN-Principled" Syntax and the Derivation of Syntactic Relations The first article has something in common with the last one in presenting arguments that certain representational constructs are inadequate and that one empirically and conceptually preferable theory makes reference to properties of the derivation as opposed to derivation. The first one of these two articles suggests that the Functional Determination algorithm, coupled with a representational definition of variable, is in certain respects inadequate to the task of accounting for Strong Crossover (SCO) configurations, by appeal to Condition A and Condition B of the Binding theory. That is, these algorithms which apply to representations in order to determine the feature content of certain categories appearing in these representations over generate certain Strong Crossover configurations. The intermediate representations are in fact implicitly postulated even in this "representational approach"--namely, those representations containing empty categories whose featural content is not yet established. The functional determination algorithms then applies to these representations and maps them into another representation in which the feature content of the empty categories is specified. Thus, implicitly there is D-structure , transformations, another structure, application of the Functional Determination algorithm, and ultimately S-Structure. This seems to be derivational, implicitly postulating transformed intermediate representations (neither D- Structure nor S-Structure) from which the application of Functional Determination derives S-Structure representation. An alternative account is suggested to take care of this problem in which the feature content of "empty" or phonologically null is determined by formal properties of the rule that created it. This avoids the problem confronting an analysis incorporating both Functional Determination and the representational definition of "variable". This "Intrinsic Feature" account, whereby the mover determines properties of the trace accords with current conceptions of the trace theory, in particular the copy theory as represented in Chomsky(1995). The last article argues against defining any syntactic relations on trees/representations, and suggests instead that such relations might be motivated by partially-ordered rule applications that constitute the minimalist derivation. This derivational approach to syntactic relations is explored further in Epstein, Groat, Kawashima and Kithahara (1998) and is being investigated in ongoing research. This theory of syntactic relations extends the rule based Minimalist approach in an attempt to derive syntactic relations from the properties of the derivation-certainly preferable to defining relations on trees without explaining why these particular definitions/tree configurations are syntactically significant. Similarly filters/principles, that is definitions of what constitutes an ill- formed property of a tree, are targeted for elimination, and the Y- model itself, with the two interface levels derived only at the end of the line--that is, post-transformationally--is significantly revised, yielding a level-free system with interpretation of each transformational operation-that is derivational interpretation interpretation-with the possible elimination of trace theory, chain theory, or some subparts of these systems of representation. The idea is that traces and chains (among other representational postulates) are induced by the Y-model's components postponement of interpretation until after transformational application is complete, necessitating representational annotations that allow important aspects of the derivational history to be encoded in the representational output. The first article not only relates to the last, but is also related to the sixth article. The first article discusses potential empirical problems confronting an elegant and in a sense eliminative analysis of Strong Crossover, that is, one that eliminates appeal to Condition C of the Binding Theory in accounting for SCO. The sixth article is also concerned with problems confronting another elegant eliminative analysis, namely Visibility analysis seeking to eliminate the Case Filter-a worthy goal, since filters are, by their very nature, non- explanatory, describing what is an illicit representation. The article constitutes ac se study of a broader methodological issue confronting linguistic research: namely how we might determine which rules/principles exclude which data. Scope and Quantification are the central aspects of the second article, which has two central goals. The first is to try to explicate the precise meaning of "arbitrary interpretation", a type of interpretation perhaps unique, borne only by PROarb. The second goal is to try to to eliminate, or at least reduce, the number of cases presumed to be instances of uncontrolled PRO. This article was probably the first the first to suggest that a non-null-subject grammar, namely English, had pro in its lexical inventory. The basic idea is that uncontrolled PROarb is in fact controlled PRO, controlled by an implicit argument, pro, which itself undergoes pronominal coreferent interpretation or, if free, is interpreted as a universal quantifier, and as such undergoes Quantifier Raising in LF. Arbitrary interpretation is thereby reanalyzed as universal quantification, and at least one type of allegedly uncontrolled PRO is reduced to PRO that undergoes obligatorily control. The third article examines different definitions of the central relation "local binding" and investigates an independently motivated analysis within which the definitions are empirically distinguishable. The analysis concerns the well-formedness of the analogous, but overt, anaphoric cliticization in Italian. Here, as in the eight article, he adopts the influential and intriguing idea that in certain grammars there exist LF operations akin tot hose found overtly in other grammars, the fundamental idea being that the syntactic derivation which undergoes phonological interpretation is subject to parametric variation. Under this kind of an analysis the perceived vast or infinite diversity of human languages or grammars is an observed illusion. This very same leading idea is adopted in the eighth article in which he suggests that English incorporates covert operations generating verb-second configurations in the LF component. The fourth article examines a potential problem confronting May's influential segmental theory of adjunction. Perhaps the central facet of the segmentation analysis, in direct contrast to category- duplicating adjunction, is that it predicts that an adjoined category commands a slightly larger domain than is predicted under duplication. The author suggests that this slightly increased "permissiveness" results in the over generation of certain cases of quantificational weak crossover. Scope and quantification re also central topics of second article. The fifth article seeks to deduce an unrecognized prediction concerning quantifier interpretation, from the independently-motivated Null Operator analysis of certain constructions. The question posed was why is there no narrow scope reading, derived by Quantifier Lowering of the subject quantifier. The idea was that although quantifier lowering from a theta less position is allowed, the lowered quantifier adjoined to the embedded infinitival projection (IP) would ail to bind the Null operator occupying the embedded [Spec, CP] at LF. At the same time, binding of the null operator by the matrix subject, a theta less trace of quantifier lowering, fails to "strongly bind" the null operator, which as a result present yet uninterpretable at LF, yielding an illicit representation at that level, thus providing independent evidence for the presence of a Null Operator in the LF representation of such sentences. The article addresses three general topics directly: Adjunction, Quantification and Local binding. The sixth article argues against a reduction of the case filter, suggesting instead that this filter is a distinct, differentiated principle of Grammar. This form of argumentation is applicable to all proposals regarding the organization of syntactic theory and thus provides a method for determining the precise nature of differentiation and reduction throughout the syntactic component. The methods employed in this article are presumably applicable to research concerning the organization of non syntactic components as well. The seventh article seeks to eliminate a number of descriptive filter and constraints, by reducing them all to a single derivational economy condition, last resort, in the sense of Chomsky (1991). The author investigates properties of certain A-bar chains, and seeks to derive them from overarching derivational constraints, under which the "function" of Movement, namely to optimally derive convergent interface representations containing no illegitimate morpho lexical features; that is, features that are (naturally) uninterpretable at the interfaces. Again, the attempt is to explain properties of A-bar chains merely described by a formal apparatus like filters on representation, or descriptive, ad hoc constraints on movement and/or chain formation. The eighth article suggests that English incorporates covert operation generating verb-second configurations in the LF component. In addition, overt scope-marking conditions are investigated, and it is also proposed that certain LF representations (derived by covert V movement ultimately to C) are category-neutralized VP-recursion structures lacking functional checking categories and their projections. This checking-induced deletion and the resulting derived LF constituent strictures are argued to permit simplification of index-dependent, head-government ECP requirements. This article also proposes a "mixed" theory of adjunction (as recently advocated by Lasnik and Saito (1992) while covert adjunction segments the target (May 1985). Most of the articles published in this book are well known. Syntacticians working on LF, Binding, and Control will benefit immensely from this book. Though some of the articles are within a not-so current framework of Chomsky's, they nevertheless bear insights that can are important for current investigations. Chomsky's articles in recent years have acknowledged inputs from Epstein. References Epstein, S. D., E. Groat, R. Kawashima, and H. Kithahara (1998) A Derivational Approach to Syntactic Relations, New York: Oxford University Press Lasnik, H., and M. Saito (1992) Move Alpha, Cambridge, Mass.: MIT Press. May, R. (1985) Logical Form: Its Structure and Derivation, Cambridge, Mass.: MIT Press. About the reviewer: After working extensively generative theory of Chomsky, I have got down to writing grammars of individual languages. I have been primarily working on Indo-Aryan, Tibeto-Burman and Austro- Asiatic languages. Of late, I have taken an interest in sociolinguistic research.Mail to author|Respond to list|Read more issues|LINGUIST home page|Top of issue