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)
El Programa de Doctorado en Filosofía y Ciencias del Lenguaje tiene como finalidad la formación de investigadoras e investigadores capacitados para comprender y transmitir a la sociedad una variedad de conocimientos dentro de los campos de la filosofía y la lingüística teórica y aplicada.
En el ámbito de la filosofía, el objetivo es comprender desde una perspectiva multidisciplinar la diversidad de los ámbitos del pensamiento filosófico y articular las propuestas procedentes de la filosofía con otros ámbitos como la historia, las ciencias sociales y políticas, las ciencias de la Tierra, las ciencias cognitivas y las ciencias del lenguaje.
El campo de las ciencias del lenguaje pretende formar a investigadores e investigadoras capaces de analizar y transferir a la sociedad diferentes formas y procesos del lenguaje y de la comunicación: origen y desarrollo del lenguaje, relaciones entre lenguas y grupos lingüísticos, cambios y variaciones, aplicaciones al análisis del discurso, al aprendizaje de lenguas en contextos naturales y educativos bilingües y no bilingües, traducción y traductología, computación e inteligencia artificial, asesoría lingüística y comunicación intercultural.
Por la diversidad de las disciplinas que quedan comprendidas en estas enseñanzas, el programa responde a las necesidades formativas de quienes estén interesados en una formación especializada en el ámbito disciplinar de la filosofía o de la lingüística, pero también contempla vías de formación interdisciplinar.