Research under the paradigm of the label feedback hypothesis has proposed a causal role for verbal labels in the online learning and processing of categories. Labeled categories are learned faster, and are subsequently more robust. The present study extends this research paradigm by considering the relationship between verbal labels and flexible categorization. Flexibility is a key trait of hum...

the verb in russian language is a part of speech which involves several grammatical features. regarding methods of expressing the person, we can classify it in two major groups: personal verbs and non-personal verbs. the difference of these two groups is in their expression and inexpression of the person as a grammatical category. the purpose of this research is to consider ways of declaring th...

the category of verbal participation is one of the subjects being studied by the linguists, esp. in semantics. in this vesearch, it has been tried to investigate the old approaches toward this phenomenon in the arabic language and philology. in modem semantics it is called as polysemy. here the polysemy and its technical terms has been scientifically defined. the similarities and differences ha...

This study examined the contributions of verbal ability and executive control to verbal fluency performance in older adults (n = 82). Verbal fluency was assessed in letter and category fluency tasks, and performance on these tasks was related to indicators of vocabulary size, lexical access speed, updating, and inhibition ability. In regression analyses the number of words produced in both flue...

It is often assumed that there is a small number of primitive, universal, and perhaps innate syntactic categories. Mixed category constructions involve lexical items that seem to be central members of more that one part of speech and so pose a problem for the standard view of syntactic categories. For example, the verbal gerund phrase in Chris worried about Pat’s frequently eating hamburgers ha...

An action ∗ : V × A−→ A of a monoidal category V on a category A corresponds to a strong monoidal functor F : V−→ [A,A] into the monoidal category of endofunctors of A. In many practical cases, the ordinary functor f : V−→ [A,A] underlying the monoidal F has a right adjoint g; and when this is so, F itself has a right adjoint G as a monoidal functor—so that, passing to the categories of monoids...