Surjective isometries on spaces of differentiable vector-valued functions
This paper gives a characterization of surjective isometries on spaces of continuously differentiable functions with values in a finite-dimensional real Hilbert space.
Surjective limits of locally convex spaces and their application to infinite dimensional holomorphy
Surjectivité de l' application restriction à un compact dans les classes de fonctions ultradifférentiables.
Surjectivity and fixed point theorems (Preliminary communication)
Surjectivity of convolution operators on spaces of ultradifferentiable functions of Roumieu type
Let denote the space of all ω-ultradifferentiable functions of Roumieu type on an open interval I in ℝ. In the special case ω(t) = t we get the real-analytic functions on I. For with one can define the convolution operator , . We give a characterization of the surjectivity of for quasianalytic classes , where I = ℝ or I is an open, bounded interval in ℝ. This characterization is given in terms of the distribution of zeros of the Fourier Laplace transform of μ.
Surjectivity of partial differential operators on ultradistributions of Beurling type in two dimensions
We show that if Ω is an open subset of ℝ², then the surjectivity of a partial differential operator P(D) on the space of ultradistributions of Beurling type is equivalent to the surjectivity of P(D) on .
Survey of some results in spectral theory obtained in Prague
Swiss cheeses, rational approximation and universal plane curves
We consider the compact plane sets known as Swiss cheese sets, which are a useful source of examples in the theory of uniform algebras and rational approximation. We develop a theory of allocation maps connected to such sets and we use this theory to modify examples previously constructed in the literature to obtain examples homeomorphic to the Sierpiński carpet. Our techniques also allow us to avoid certain technical difficulties in the literature.
Symboles et noyaux des opérateurs différentiels
Symbolic Calculus for Subspaces of C0 (X).
Symbolic calculus on weighted group algebras
Symmetric Banach *-algebras: invariance of spectrum
Let A be a Banach *-algebra which is a subalgebra of a Banach algebra B. In this paper, assuming that A is symmetric, various conditions are given which imply that A is inverse closed in B.
Symmetric bases in Minkowski spaces
Symmetric bases of nuclear spaces.
Symmetric Bessel multipliers
We study the -boundedness of linear and bilinear multipliers for the symmetric Bessel transform.
Symmetric function spaces on atomless probability spaces [Book]
Symmetric Manifolds of Compact type Associated to the JB*-Triples Co (X,Z).
Symmetric -normed space for
Symmetric stochastic matrices with given row sums.
Characterizations of extreme infinite symmetric stochastic matrices with respect to arbitrary non-negative vector r are given.
Symmetric structures in some Banach lattices