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Introduction To The Theory Of Differential Inclusions (Graduate Studies In Mathematics),Used Matera And Most Vocal Customers ToA Differential Inclusion Is A Relation Of The Form $Dot X In F(X)$, Where $F$ Is A Setvalued Map Associating Any Point $X In R^N$ With A Set $F(X) Subset R^N$. As Such, The Notion Of A Differential Inclusion Generalizes The Notion Of An Ordinary Differential Equation Of The Form $Dot X = F(X)$. Therefore, All Problems Usually Studied In The Theory Of Ordinary Differential Equations (Existence And Continuation Of Solutions, Dependence On Initial