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In this paper, we will briefly show that the notion of context model introduced by Gebhardt and Kruse (1993) can be considered as a unifying framework for representing fuzziness and uncertainty. Firstly, from a decision making point of view, the Dempster- Shafer theory of evidence will be reinterpreted within the framework of context model. Secondly, from a concept analysis point of view, the context model will be semantically considered as a data model for constructing membership functions of fuzzy concepts in connection with likelihood as well as random set views on the interpretation of membership grades. Furthermore, an interpretation of mass assignments of fuzzy concepts within the context model is also established.