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 MorfologiaSintaxeSemânticaPragmatismoNíveis de processamento de Linguagem NaturalLINGUAGEM NATURALPIRÂMIDE DE PROCESSAMENTOreconhecimento de voz a forma de escritaao seu uso na comunicação em sua composição,derivação e flexão das palavraso contextoAnálise do sentido das palavras em relação:
#Inteligencia-artificial