By Rochelle Lieber
Publication via Lieber, Rochelle
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Extra info for An integrated theory of autosegmental processes
In chapter 2, I will argue that all mutations, regardless of how phonetically irregular they seem to be, can be analyzed as autosegmental, and in chapter 3 I will argue that all harmonies, even those which were previously treated as metrical, can be analyzed autosegmentally as well. In chapter 4, I will argue that the theory proposed here will also allow us to dispense with costly association and metathesis rules that have been proposed for tone systems. The result will be an overall simplification in the grammar.
All are in some sense underspecified since they are not at this point independently pronounceable (that is, each ''segment" is only a partial feature bundle). Of course, assuming that segments on independent tiers are linked together through the operation of association rules, they can end up fully specified at the end of an autosegmental derivation. Clements (1980a) argues that this sort of underspecification is not subject to the usual objections to underspecification; I refer the reader to that work for the relevant argument.
SUNY series in linguistics) Bibliography: p. Includes index. 1. Autosegmental theory (Linguistics) 1. Title. II. Series. 2 The Tonal System of Zulu 173 Conclusion and Speculation 192 References 196 Index 202 Page vii Acknowledgements I am grateful to the Graduate School and the School of Liberal Arts at the University of New Hampshire for summer fellowships in the summers of 1983 and 1986, which allowed me to begin and end my work on this book. I also wish to thank Andrew Carstairs, Mary Clark, Larry Hyman, and Alec Marantz for generously providing comments on an earlier draft, and the reference and interlibrary loan staff at Dimond Library, University of New Hampshirein particular, Debbie Watsonfor tracking down many articles and books.