A minimalist theory of A-movement and control

In this article, we point out some problems in the theory of A-movement and control within Principles and Parameters models, and specifically within the minimalist approach of Chomsky (1995). In order to overcome these problems, we motivate a departure from the standard transformational theory of A-movement. In particular, we argue that DPs are merged in the position where they surface, and from there they attract (an aspectual feature of) a predicate. On this basis, control can simply be construed as the special case in which the same DP attracts more than one predicate. Arbitrary control reduces to the attraction of a predicate by an operator in C. We show that the basic locality properties of control follow from an appropriate Scopal version of Chomsky's (1995) Minimal Link Condition and from Kayne's (1984) Connectedness, phrased as conditions on the Attract operation. Our approach has considerable advantages in standard cases of A-movement as well, deriving the distribution of reconstruction effects at LF as well as the blocking effects on phonosyntactic rules at PF.