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We discuss the range of possible readings of the pseudo-partitive construction (henceforth PPC), such as (two) glasses/litres of milk. In particular, we discuss ‘container readings’, ‘contents readings’, ‘free portion readings’, and ‘ad hoc measure readings’. We argue against Partee & Borschev, 2012, who for Asher-style dot-types to accommodate co-predications of pairs of these readings, and propose mereology plus a simple type theory in a dynamic semantics. We also provide an analysis of at hoc measure PPCs and use this to explain why measure interpretations of PPCs where mass concepts are coerced into count concepts are hard to obtain.
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