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@misc{1806795,
author = {Caha, Pavel},
booktitle = {MultEx@ZAS},
keywords = {multiple exponence; degree morphology},
language = {eng},
title = {No multiple exponence},
url = {https://sites.google.com/view/multexzas/program?authuser=0},
year = {2021}
}
TY - SLIDE
ID - 1806795
AU - Caha, Pavel
PY - 2021
TI - No multiple exponence
KW - multiple exponence
KW - degree morphology
UR - https://sites.google.com/view/multexzas/program?authuser=0
N2 - The talk focuses on a particular kind of multiple exponence (ME), which could perhaps be called allomorphic ME. This type of ME is found in examples such as "bett-er," where, apparently, the comparative meaning is expressed twice. I shall propose an analysis of such examples where no element of grammatical meaning is expressed twice (despite appearances). The account will rely on a fine-grained decomposition into features and the idea that one form (morpheme) may realize multiple features. In such a model, the need for the allomorphic type of multiple exponence evaporates; no feature is referenced twice in the set of realization rules to be proposed. I shall explore these issues using the Nanosyntax model of spellout, though I find it likely that an implementation of these ideas in other approaches is possible as well.
ER -
CAHA, Pavel. No multiple exponence. In \textit{MultEx@ZAS}. 2021.
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