Compactness criteria for semigroups, a note on a preceding paper.
Compactness properties of a locally compact group and analytic semigroups in the group algebra.
Let G be a locally compact group with left Haar measure μ, and let L1(G) be the convolution Banach algebra of integrable functions on G with respect to μ. In this paper we are concerned with the investigation of the structure of G in terms of analytic semigroups in L1(G).
Compactness type properties in topological groups
Comparison of metrics on three-dimensional Lie groups
We study local equivalence of left-invariant metrics with the same curvature on Lie groups and of dimension three, when is unimodular and is non-unimodular.
Comparison principle for parabolic equations in the Heisenberg group.
Compatibility of the theta correspondence with the Whittaker functors
We prove that the global geometric theta-lifting functor for the dual pair is compatible with the Whittaker functors, where is one of the pairs , or . That is, the composition of the theta-lifting functor from to with the Whittaker functor for is isomorphic to the Whittaker functor for .
Compensated compactness and the Heisenberg group.
Complemented ideals of group algebras
The existence of a projection onto an ideal I of a commutative group algebra depends on its hull Z(I) ⊆ Ĝ. Existing methods for constructing a projection onto I rely on a decomposition of Z(I) into simpler hulls, which are then reassembled one at a time, resulting in a chain of projections which can be composed to give a projection onto I. These methods are refined and examples are constructed to show that this approach does not work in general. Some answers are also given to previously asked...
Complemented *-primitive Ideals in L1-algebras of Exponential Lie Groups and of Motion Groups.
Complemented Subspaces of L... (G), Ideals of L... (G) and Amenability.
Complemented topologies on abelian groups.
Compléments à l'article «Groupes réductifs»
Complements in the lattice of all topologies of topological groups
Complete -bounded groups need not be -factorizable
We present an example of a complete -bounded topological group which is not -factorizable. In addition, every -set in the group is open, but is not Lindelöf.
Complete distributivity and -convergence
Complete Homogeneous Riemannian Manifolds of Negative Sectional Curvature.
Completely bounded multipliers of the Fourier algebra of a simple Lie group of real rank one.
Completely prime ideals and idempotents in mobs
Completeness of sequential convergence groups
Completing Lie algebra actions to Lie group actions.