Inverse scattering problem for the Maxwell equations outside moving body
Inverses and regularity of disjointness preserving operators [Book]
Inverses et propriétés spectrales des matrices de Toeplitz à symbole singulier
Inverses of generators of nonanalytic semigroups
Suppose A is an injective linear operator on a Banach space that generates a uniformly bounded strongly continuous semigroup . It is shown that generates an -regularized semigroup. Several equivalences for generating a strongly continuous semigroup are given. These are used to generate sufficient conditions on the growth of , on subspaces, for generating a strongly continuous semigroup, and to show that the inverse of -d/dx on the closure of its image in L¹([0,∞)) does not generate a strongly...
Inversion d’un opérateur de Toeplitz tronqué à symbole matriciel et théorèmes-limite de Szegö
Ce travail est une étude théorique d’opérateurs de Toeplitz dont le symbole est une fonction matricielle régulière définie positive partout sur le tore à une dimension. Nous proposons d’abord une formule d’inversion exacte pour un opérateur de Toeplitz à symbole matriciel, démontrée au moyen d’un théorème établi en annexe et donnant la solution du problème de la prédiction relatif à un passé fini pour un processus stationnaire du second ordre. Nous établissons ensuite, à partir de cet inverse, un...
Inversion in some algebras of singular integral operators.
Inversion of matrix convolution type operators with symmetry.
Inversion of multifunctions and differential inclusions
Inversion von Fredholmfunktionen bei stetiger und holomorpher Abhängigkeit von Parametern.
Inverspositive Operatoren und Taubersätze in der Erneuerungstheorie.
Invertibility characterization of Wiener-Hopf plus Hankel operators via odd asymmetric factorizations.
Invertibility of matrix Wiener--Hopf plus Hankel operators with APW Fourier symbols.
Invertibility of the commutator of an element in a C*-algebra and its Moore-Penrose inverse
We study the subset in a unital C*-algebra composed of elements a such that is invertible, where denotes the Moore-Penrose inverse of a. A distinguished subset of this set is also investigated. Furthermore we study sequences of elements belonging to the aforementioned subsets.
Invertibility preserving linear mappings into M₂(ℂ)
We study discontinuous invertibility preserving linear mappings from a Banach algebra into the algebra of n × n matrices and give an explicit representation of such a mapping when n = 2.
Invertibility-preserving maps of -algebras with real rank zero.
Invertible and normal composition operators on the Hilbert Hardy space of a half–plane
Operators on function spaces of form Cɸf = f ∘ ɸ, where ɸ is a fixed map are called composition operators with symbol ɸ. We study such operators acting on the Hilbert Hardy space over the right half-plane and characterize the situations when they are invertible, Fredholm, unitary, and Hermitian. We determine the normal composition operators with inner, respectively with Möbius symbol. In select cases, we calculate their spectra, essential spectra, and numerical ranges.
Invertible composition operators on Banach function spaces
Inverting the p-harmonic operator.
Investigation of the solutions of differential equations on an infinite interval and the fixed point theorems
Invitation to functional means: some problems. (Invitaion to functional means some problems.)