Eisenstein cohomology of arithmetic groups. The case GL2.
Eisenstein Series and Decomposition Theory over Function Fields.
Eisenstein series on reductive symmetric spaces and representations of Hecke algebras.
Eisensteinkohomolgie für Gruppen vom Typ GU (2, 1).
Elargissement du groupe d'automorphismes pour des variétés quasi-homogenes.
Éléments d'une théorie non standard des groupes topologiques
Ellipticity of the symplectic twistor complex
For a Fedosov manifold (symplectic manifold equipped with a symplectic torsion-free affine connection) admitting a metaplectic structure, we shall investigate two sequences of first order differential operators acting on sections of certain infinite rank vector bundles defined over this manifold. The differential operators are symplectic analogues of the twistor operators known from Riemannian or Lorentzian spin geometry. It is known that the mentioned sequences form complexes if the symplectic...
Embedding a topological group into a connected group
It was proved in [HM] that each topological group (G,·,τ) may be embedded into a connected topological group (Ĝ,•,τ̂). In fact, two methods of introducing τ̂ were given. In this note we show relations between them.
Embedding a topological group into its WAP-compactification
We prove that the topology of the additive group of the Banach space c₀ is not induced by weakly almost periodic functions or, what is the same, that this group cannot be represented as a group of isometries of a reflexive Banach space. We show, in contrast, that additive groups of Schwartz locally convex spaces are always representable as groups of isometries on some reflexive Banach space.
Embedding compact t-semigroups into compact uniquely divisible semigroups.
Embedding in compact uniquely divisible semigroups.
Embedding S(X) into S(Y) [Book]
Embedding topological semigroups.
Embedding topological semigroups into the hyperspaces over topological groups
Embeddings in contractible or compact objects
Embeddings of almost homogeneous Heisenberg groups.
Endomorphic actions of ßN on the torus group.
Endomorphisms of the Lie algebroids up to homotopy.
Endoscopic decomposition of characters of certain cuspidal representations.
Endoscopic groups and packets of non-tempered representations