Connes' Analogue of the Thom Isomorphism for the Kasparov Groups.
Consequences of the existence of a non-compact operator between nuclear Köthe spaces.
Conservación de convergencias en G(H) por un operador lineal.
Given a real separable Hilbert space H, we denote with S = {E(n) | n belongs to N} a sequence of closed linear subspaces of H.In previous papers, the strong, weak, a--> and b--> convergences are defined and characterized. Now, given a sequence S with strong, weak, a--> or b--> limit, and a linear operator of H, A, the sequence AS is studied.
Conservation of axiomatic field theory properties by the G-convolution associated with simple graphs and the equations of motion
Consistency and inclusion results for Toeplitz matrices of bounded linear operators
Consistency theory in semiconservative spaces
Constant and variable drop theorems on metrizable locally convex spaces
Constant Distortion Embeddings of Symmetric Diversities
Diversities are like metric spaces, except that every finite subset, instead of just every pair of points, is assigned a value. Just as there is a theory of minimal distortion embeddings of fiite metric spaces into L1, there is a similar, yet undeveloped, theory for embedding finite diversities into the diversity analogue of L1 spaces. In the metric case, it iswell known that an n-point metric space can be embedded into L1 withO(log n) distortion. For diversities, the optimal distortion is unknown....
Constantes de Grothendieck et fonctions de type positif sur les sphères
Constructibilité des solutions des systèmes microdifférentiels
Constructible sheaves, Whitney functions and Schwartz's distributions
Constructing a relativistic heat flow by transport time steps
Constructing non-compact operators into c₀
We prove that for each dense non-compact linear operator S: X → Y between Banach spaces there is a linear operator T: Y → c₀ such that the operator TS: X → c₀ is not compact. This generalizes the Josefson-Nissenzweig Theorem.
Constructing One-Parameter Transformations on White Noise Functions in Terms of Equicontinuous Generators.
Construction de bases orthonormées d'ondelettes
Construction de solutions d'«équations de structure»
Construction de solutions élémentaires dans le faisceau de M. Sato
Construction des puissances fractionnaires d'opérateurs générateurs de semi groupes distribution réguliers
Construction of a natural norm for the convection-diffusion-reaction operator
In this work, we construct, by means of the function space interpolation theory, a natural norm for a generic linear coercive and non-symmetric operator. We look for a norm which is the counterpart of the energy norm for symmetric operators. The natural norm allows for continuity and inf-sup conditions independent of the operator. Particularly we consider the convection-diffusion-reaction operator, for which we obtain continuity and inf-sup conditions that are uniform with respect to the operator...
Construction of an orthonormal basis in and