Search Results - "Gaydu, Michaël"

A General Iterative Procedure to Solve Generalized Equations with Differentiable Multifunction by Gaydu, Michaël, Silva, Gilson N.

“…Taking advantage of recent developments in the theory of generalized differentiation of multifunctions, we present in a unified manner a general iterative…”
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Stability properties of the Tikhonov regularization for nonmonotone inclusions by Gaydu, Michaël

“…We study the Tikhonov regularization for perturbed inclusions of the form where T is a set-valued mapping defined on a Banach space that enjoys metric…”
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An iterative method for solving H-differentiable inclusions by Gaydu, Michaël

“…This paper deals with the solving of variational inclusions T ( x ) ∋ 0 that possess a certain generalized differentiability property which has been recently…”
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A Newton iteration for differentiable set-valued maps by Gaydu, Michaël, Geoffroy, Michel H.

“…We employ recent developments of generalized differentiation concepts for set-valued mappings and present a Newton-like iteration for solving generalized…”
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Prederivatives of convex set-valued maps and applications to set optimization problems by Gaydu, Michaël, Geoffroy, Michel H., Marcelin, Yvesner

“…We investigate the existence of several kinds of prederivatives for set-valued mappings enjoying convex properties. Then, we established both necessary and…”
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Stability of minimizers of set optimization problems by Gaydu, Michaël, Geoffroy, Michel H., Jean-Alexis, Célia, Nedelcheva, Diana

“…We study the asymptotic behavior of sequences of minimization problems in set optimization. More precisely, considering a sequence of set optimization…”
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A Lyusternik–Graves theorem for the proximal point method by Aragón Artacho, Francisco J., Gaydu, Michaël

“…We consider a generalized version of the proximal point algorithm for solving the perturbed inclusion y ∈ T ( x ), where y is a perturbation element near 0 and…”
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Metric subregularity of order q and the solving of inclusions by Gaydu Michaël, Geoffroy Michel, Jean-Alexis Célia

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Tikhonov regularization of metrically regular inclusions by Gaydu, Michaël, Geoffroy, Michel H.

“…We present a Tikhonov regularization method for inclusions of the form where T is a set-valued mapping defined on a Banach space that enjoys metric regularity…”
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An iterative method for solving $$H$$ H -differentiable inclusions by Gaydu, Michaël

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An inverse mapping theorem for H-differentibale set-valued maps by Gaydu, Michaël, Geoffroy, Michel H., Jean-Alexis, Célia

“…Taking advantage of recent developments in the theory of generalized differentiation, we present an inverse mapping theorem for set-valued maps and prove its…”
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