Now showing items 1-4 of 4

    • Hantoute, Abderrahim; Nguyen, Bao Tran (Springer, 2020)
      We characterize in Hilbert spaces the boundary of the values of maximal monotone operators, by means only of the values at nearby points, which are close enough to the reference point but distinct of it. This allows to ...
    • Nguyen, Bao Tran; Khanh, Pham Duy (Springer, 2020)
      Representation formulas for faces and support functions of the values of maximal monotone operators are established in two cases: either the operators are defined on reflexive and locally uniformly convex real Banach spaces ...
    • Nguyen, Bao Tran; Khanh, Pham Duy (Springer, 2020)
      We provide some necessary and sufficient conditions for a proper lower semicontinuous convex function, defined on a real Banach space, to be locally or globally Lipschitz continuous. Our criteria rely on the existence of ...
    • Adly, Samir; Hantoute, Abderrahim; Nguyen, Bao Tran (Springer, 2020)
      We give new criteria for weak and strong invariant closed sets for differential inclusions in Double-struck capital Rn, and which are simultaneously governed by Lipschitz Cusco mapping and by maximal monotone operators. ...