Reseña del libro "Code-Switching in the Matrix Language-Frame Model (en Inglés)"
Bachelor Thesis from the year 2014 in the subject English Language and Literature Studies - Linguistics, grade: 2,3, University of Cologne (Englische Sprache und Literatur I), language: English, abstract: The purpose of this paper is to look at the relation between structural and social factors in the formation of CS patterns in bi-/multilingual communities. Furthermore, the general applicability of the MLF and the MM to the CS data from different bilingual communities will be explored. At the beginning, the concept of code-switching and its typology will be introduced. In section 3.2, the MLF will be presented in order to define morphological and syntactical constraints for CS. Then, in the frame of the MM, possible motivations for CS will be examined. These are followed by the perspective on the relation of both models to each other. In Chapter 4, using the MLF and the MM, CS data from several bilingual communities will be analysed and finally, problematic issues in both models will be discussed. While monolinguals can vary their utterances by means of changing styles within a language or a dialect, through speech rate or intonation, bilinguals can do the same in both languages, plus they can switch between the languages. Thus, the speech of bilingual speakers is interesting for research. Many researchers have examined this language contact phenomenon and have tried to explain how and why people code-switch. The study of CS has developed in two main directions: structural, that is grammatical and sociolinguistic, also called pragmatic aspect. Originally, CS was considered to be the result of poor language competence in both languages. Later, in the 1970s, linguists, for example, Gumperz (1972) and Pfaff (1979), suggested that mixing between languages does not occur randomly but rather follows certain grammatical rules. Many grammatical models have been proposed to account for the grammatical constraints in CS. One of the most influential models, the Matrix Lang
