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Holder continuous solutions for integro-differential equations and maximal regularity
(ACADEMIC PRESS, 2006)
Existence and fractional regularity of solutions for a doubly nonlinear differential inclusion
(Springer Basel AgBaselSuíça, 2013)
Fast EM-like methods for maximum "a posteriori" estimates in emission tomography
(Ieee-inst Electrical Electronics Engineers IncNew YorkEUA, 2001)
Maximal Regularity for Flexible Structural Systems in Lebesgue Spaces
(Hindawi Publishing Corporation, 2010)
We study abstract equations of the form λu t u t c2Au t c2μAu t f t , 0 < λ < μ which
is motivated by the study of vibrations of flexible structures possessing internal material damping.
We introduce the ...
Maximal Regularity for Flexible Structural Systems in Lebesgue Spaces
(HINDAWI LTD, 2010)
We study abstract equations of the form lambda u'''(t) + u"(t) = c(2) Au(t) + c(2)mu Au'(t) + f (t), 0 < lambda < mu which is motivated by the study of vibrations of flexible structures possessing internal material damping. ...
Lyapunov Stability of Differential Inclusions Involving Prox-Regular Sets via Maximal Monotone Operators
(2019)
In this paper, we study the existence and the stability in the sense of Lyapunov of differential inclusions governed by the normal cone to a given prox-regular set, which is subject to a Lipschitzian perturbation. We prove ...
The maximal subspace for generation of (a,k)-regularized families
(2012)
Let A be a linear operator in a Banach space X. We define a subspace of X and a norm such that the part of A in such subspace generates an (a, k)-regularized resolvent family. This space is maximal-unique in a suitable ...