El Concepto De La lingüística Cognitiva En La Poesía Traducida Análisis Semántico Según La Teoría del Esquema Básico De La Referencia

This research work is part of a project to get an M.A. degree. Some of the linguistic sciences specialized in the search for meaning in the text, such as semantics, pragmatics, cognitive linguistics and etc. will be clarified. Besides, we shed light on the elements of semantic analysis with examples according to the basic scheme theory of reference, which indicates that the language is of a fictional nature. As it is a variety of similarity and symmetry relations between the form of the word and its meaning, whether it is phonetic or written or related to metaphor, metonymy or analogy, and it is not a random relationship. In all these genres, a very important role is played by imaginative comprehension, which subsequently acquires a traditional character and spreads due to the common collective understanding of the word among speakers of the speech community.

Super cyclic antimagic covering for some families of graphs

Graph labeling plays an important role in different branches of sciences. It gives useable information in the study of radar, missile and rocket theory. In scheme theory, coding theory and computer networking graph labeling is widely employed. In the present paper, we find necessary conditions for the octagonal planner map and multiple wheel graph to be super cyclic antimagic cover and then discuss their super cyclic antimagic covering.

COLLECTIVE ACTION AND COLLECTIVE SCHEME IN THE MOBILIZATION OF LEARNING CHEMISTRY ACCORDING TO VERGNAUD’S THEORY OF CONCEPTUAL FIELDS

This research’s aim was to analyze the mobilization in learning chemistry promoted by the collective action of three entrant students in higher education courses, in a college located in Santo André. For such, cognitive indicators mobilized by them while living individual and group situations on water’s boiling point, using Screencast video lessons as a motivational strategy, were analyzed. The fulfilment of these situations’ corresponding tasks was filmed, and the recordings were transcribed and analyzed with the help from the Transana software. The indicators used for the Discursive Textual Analysis were created by associating Vicente Talanquer’s Chemistry Knowledge Space to Gérard Vergnaud’s Theory of Conceptual Fields. The results displayed higher quantity and better quality to the indicators in situations with collective character, to the detriment to the ones with individual character. Thus, one might conclude that, under this research’s conditions, collective action, generated by a collective scheme, was capable of mobilizing the learning of chemistry. Keywords: collective action, space of knowledge of chemistry, collective scheme, theory of conceptual fields.

A Study on Schema Theory-based Listening Teaching Mode for English Majors

<p>Based on scheme theory, this article aims to investigate the listening teaching mode for English majors under the direction of scheme theory. Research results show that listening teaching which focuses on background knowledge can effectively enhance students’ listening comprehension ability. Scheme-based listening teaching has a significant influence on the performance of different levels of English majors.</p>

Smoothness in Relative Geometry

In [TVa], Bertrand Toën and Michel Vaquié defined a scheme theory for a closed monoidal category ( ⊗1). In this article, we define a notion of smoothness in this relative (and not necessarily additive) context which generalizes the notion of smoothness in the category of rings. This generalisation consists in replacing homological finiteness conditions by homotopical ones, using the Dold-Kan correspondence. To do this, we provide the category s of simplicial objects in a monoidal category and all the categories sA-mod, sA-alg (A ∈ sComm()) with compatible model structures using the work of Rezk [R]. We then give a general notion of smoothness in sComm(). We prove that this notion is a generalisation of the notion of smooth morphism in the category of rings and is stable under composition and homotopy pushouts. Finally we provide some examples of smooth morphisms, in particular in ℕ-alg and Comm(Set).