Perturbation quasi différentielle d'un semi-groupe régularisant dans une échelle d'espaces de Banach
Points fixes et théorèmes ergodiques dans les espaces L¹(E)
We prove that for each linear contraction T : X → X (∥T∥ ≤ 1), the subspace F = {x ∈ X : Tx = x} of fixed points is 1-complemented, where X is a suitable subspace of L¹(E*) and E* is a separable dual space such that the weak and weak* topologies coincide on the unit sphere. We also prove some related fixed point results.
Positive solutions for singular -Laplacian BVPs on the positive half-line.
Prolongement d'applications lipschitziennes et de semi-groupes de contractions
Properties of attainable sets of evolution inclusions and control systems of subdifferential type.
Purely imaginary eigenvalues of operator semigroups.