Abstract
In this article, I explore a class of phonological reduction phenomena which highlight the role of segmental complexity in phonological government. I discuss a condition on phonological representations which requires that a segment occupying a governed position be no more complex than its governor, where complexity is straightforwardly calculated in terms of the number of elements of which a segment is composed. More generally, the present enterprise is to be seen as part of a wider programme in which reduction phenomena, including those traditionally referred to as lenition, are examined for the light they shed on the internal structure of consonants.
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