Results 181 to 190 of about 325 (214)
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Surprise: Nonfinite Clause with Finite Complementizer
Language, Cognition and Mind, 2022István Kenesei, Anna Szeteli
exaly
Fin0 and Force0, and complementizer agreement in Arabic: A cross–dialectal perspective
Lingua, 2023Osama Omari, Marwan Jarrah
exaly
Indirect agree in Lubukusu complementizer agreement
Natural Language and Linguistic Theory, 2013Michael Diercks
exaly
When submodules isomorphic to complements are complements.
2002It is assumed here that all rings are associative with identity and all modules are unitary right modules. A submodule \(A\) of \(M\) is a complement of a submodule \(B\) of \(M\) if it is maximal among the submodules having zero intersection with \(B\). Two modules are orthogonal if they have no nonzero isomorphic submodules. A module \(M\) is said to
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