Special Elements in H_v - Structures
Special morphisms of groupoids.
Special positions for surfaces bounded by closed braids.
Special representations of some simple groups with minimal degrees.
Special representations of the Borel and maximal parabolic subgroups of .
Speciation: A case study in symmetric bifurcation theory.
Spectral deformations of automorphic functions over graphs of groups.
Spectral sequences and relative cohomology
Spetses.
Spezielle Algebren und transitive Operationen.
Spezielle Gleichungen in freien Halbgruppen und eine Anwendung auf Normalformen regulärer Ereignisse
Sphere equivalence, Property H, and Banach expanders
We study the uniform classification of the unit spheres of general Banach sequence spaces. In particular, we obtain some interesting applications involving Property H introduced by Kasparov and Yu, and Banach expanders.
Spherical Buildings and the Character of the Steinberg Representation.
Spherical conjugacy classes and the Bruhat decomposition
Let be a connected, reductive algebraic group over an algebraically closed field of zero or good and odd characteristic. We characterize spherical conjugacy classes in as those intersecting only Bruhat cells in corresponding to involutions in the Weyl group of .
Spherical Diagrams and Indentities Among Relations.
Spherical Functions and a q-Analogue of Kostant's Weight Multiplicity Formula.
Spherical functions and uniformly bounded representations of free groups
We give a construction of an analytic series of uniformly bounded representations of a free group G, through the action of G on its Poisson boundary. These representations are irreducible and give as their coefficients all the spherical functions on G which tend to zero at infinity. The principal and the complementary series of unitary representations are included. We also prove that this construction and the other known constructions lead to equivalent representations.
Spherical unitary dual of general linear group over non-Archimidean local field
Let be a local non-archimedean field. The set of all equivalence classes of irreducible spherical representations of is described in the first part of the paper. In particular, it is shown that each irreducible spherical representation is parabolically induced by an unramified character. Bernstein’s result on the irreducibility of the parabolically induced representations of by irreducible unitary ones, and Ol’shanskij’s construction of complementary series give directly a description of all...
Spherical varieties and Wahl’s conjecture
Using the theory of spherical varieties, we give a type independent very short proof of Wahl’s conjecture for cominuscule homogeneous varieties for all primes different from 2.
Spiegelungsrelationen in den engeren orthogonalen Gruppen.