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Complementizers and subordination in typical language acquisition and SLI
Lingua, 2011Maria Mastropavlou +1 more
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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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Japanese complementizers: Interactions between basic characteristics and contextual factors
Journal of Pragmatics, 2000Satoko Suzuki
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Epistemic complementizers: a cross-linguistic survey
Language Sciences, 2015Kasper Boye, Eva van Lier
exaly