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Catford could identify where people were from exclusively through their speech. His expertise – which included formal phonetics , the aerodynamic and physiological production of speech, phonetic peculiarities in speech, and an astounding ability to reproduce words, and even speeches, backwards – led him to be invited to the University of ...
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Catford rationalised this theory in his book Linguistic Theory of Translation: "Cultural untranslatability arises when a situational feature, functionally relevant for the source language text, is completely absent from the culture of which the TL is a part. For instance, the names of some institutions, clothes, foods and abstract concepts ...
The Interpretive Theory of Translation [1] (ITT) is a concept from the field of Translation Studies.It was established in the 1970s by Danica Seleskovitch, a French translation scholar and former Head of the Paris School of Interpreters and Translators (Ecole Supérieure d’Interprètes et de Traducteurs (ESIT), Université Paris 3 - Sorbonne Nouvelle).
Some international conferences on translation and children’s literature were organized: in 2004 in Brussels there was “Children’s Literature in Translation: Challenges and Strategies”; in 2005 in London, “No Child is an Island: The Case of Children’s Books in Translation” (IBBY- International Board on Books for Young People); in ...
The theory first appeared in an article published by linguist Hans Josef Vermeer in the German Journal Lebende Sprachen, 1978. [2]As a realisation of James Holmes’ map of Translation Studies (1972), [3] [4] skopos theory is the core of the four approaches of German functionalist translation theory [5] that emerged around the late twentieth century.
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Poincaré symmetry is the full symmetry of special relativity. It includes: translations (displacements) in time and space, forming the abelian Lie group of spacetime translations (P); rotations in space, forming the non-abelian Lie group of three-dimensional rotations (J); boosts, transformations connecting two uniformly moving bodies (K).