On multivalued nonlinear variational inclusion problems with -accretive mappings in Banach spaces.

Lan, Heng-You

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Displaying similar documents to “On multivalued nonlinear variational inclusion problems with $(A, η)$ -accretive mappings in Banach spaces.”

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Let X be an infinite-dimensional real reflexive Banach space such that X and its dual X* are locally uniformly convex. Suppose that T: X⊃D(T) → 2X* is a maximal monotone multi-valued operator and C: X⊃D(C) → X* is a generalized pseudomonotone quasibounded operator with L ⊂ D(C), where L is a dense subspace of X. Applying a recent degree theory of Kartsatos and Skrypnik, we establish the existence of an eigensolution to the nonlinear inclusion 0 ∈ T x + λ C x, with a regularization method...

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Displaying similar documents to “On multivalued nonlinear variational inclusion problems with ( A , η ) -accretive mappings in Banach spaces.”

Displaying similar documents to “On multivalued nonlinear variational inclusion problems with $(A, η)$ -accretive mappings in Banach spaces.”