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The Syntax of Givenness Ivona Kucerová

The Syntax of Givenness Ivona Kucerová

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given counterpart, and (ii) why is one instance <strong>of</strong> G-movement sometimes sufficient but<br />

more than one instance <strong>of</strong> G-movement is required other times. I will leave the questions<br />

open for now and I will come back to them in chapter 4.<br />

In this section, I have provided two arguments that G-movement is a last resort syntactic<br />

operation. <strong>The</strong> arguments were based on two facts about the distribution <strong>of</strong> pronouns in<br />

Czech. First, I have shown that pronouns do not undergo G-movement. I have suggested<br />

that this shows that G-movement applies only to elements that are to be interpreted as given<br />

but that at the same time do not enter the derivation lexically marked as given. <strong>The</strong> second<br />

part <strong>of</strong> this section addressed the question <strong>of</strong> what happens if an element cannot undergo G-<br />

movement because <strong>of</strong> independent syntactic restrictions on movement, such as islands. We<br />

have observed that in such configurations an element must already come from the lexicon<br />

marked as given because there is no other way it could be marked as given in syntax. Last,<br />

we have seen that if an element is trapped within an island but high enough in the structure,<br />

the fact that it cannot undergo movement does not matter because the relevant interpretation<br />

can be obtained without movement. Thus G-movement is not required.<br />

1.6 Summary<br />

In this chapter, I have <strong>of</strong>fered several generalizations about the distribution <strong>of</strong> given and<br />

new information in a Czech clause. I have shown that in an optimal configuration, the<br />

given part linearly precedes the new part and the partition is marked by a verb which can<br />

be on either side <strong>of</strong> the partition. I have proposed to account for the linear order facts in<br />

terms <strong>of</strong> G-movement: an economy restricted movement that requires a given element to<br />

move only if such an element is asymmetrically c-commanded by a new element and is not<br />

lexically marked as given. I have presented several arguments in favor <strong>of</strong> understanding G-<br />

movement as a last resort operation, including arguments from the distribution <strong>of</strong> pronouns<br />

and the semantic ambiguity <strong>of</strong> certain strings. We have also seen that elements that are<br />

lexically given do not undergo G-movement and that the linear partition between given and<br />

new is not always perfect. In chapters 2 and 3 I will develop the current toy system in detail.<br />

After that, in chapter 4, I will refine my answer to the question <strong>of</strong> how G-movement is<br />

motivated and how it is treated by the interfaces. In particular, I will argue that G-movement<br />

is a free syntactic movement, the purpose <strong>of</strong> which is to create a configuration which can be<br />

semantically interpreted in a way that is required by the contextually established common<br />

ground.<br />

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