罗马尼亚语
提升(金属加工)
职位(财务)
语言学
点(几何)
计算机科学
人工智能
数学
哲学
经济
几何学
财务
作者
Monica Alexandrina Irimia
摘要
Whether differentially marked objects require raising is not a simple question for languages like Romanian. Kalin and Weisser (2019) use asymmetric coordination involving marked and unmarked objects to support the hypothesis that both classes (can) share the same position. Here I point out numerous complications in the data; crucially, it cannot be confirmed that asymmetric coordination applies at the DP level in Romanian. This raises doubts about the reliability of asymmetric coordination as a test for DOM (differential object marking) position in the language.
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