In this paper we obtain stability results in the general set-up of set differential equations with causal maps. In this paper we employ the method of Lyapunov functions (MLF) to discuss the stability properties of set differential equations (SDEs) with causal operators. It is well-known that the MLF can be used to reduce the study of differential systems to that of scalar differential equations [3]. In [2, 4] this idea was exploited and the Lyapunov stability criteria for SDEs under suitable conditions were studied.
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