Consequences of symmetries on the analysis and construction of turbulence models.
Conservation de la ramification modérée par la correspondance de Howe
Constant Milnor Number Implies Constant Multiplicity for Quasihomogeneous Singularities.
Constant term in Harish-Chandra’s limit formula
Let be a real form of a complex semisimple Lie group . Recall that Rossmann defined a Weyl group action on Lagrangian cycles supported on the conormal bundle of the flag variety of . We compute the signed average of the Weyl group action on the characteristic cycle of the standard sheaf associated to an open -orbit on the flag variety. This result is applied to find the value of the constant term in Harish-Chandra’s limit formula for the delta function at zero.
Constructing conformally flat structures on some Seifert fibred 3-manifolds.
Construction de revêtements du groupe conforme d’un espace vectoriel muni d’une «métrique» de type
Construction d'un groupe de Kac-Moody et applications
Construction functors for topological semigroups.
Construction of right topological compactifications for discrete versions of subsemigroups of compact groups.
Construction techniques for some thin sets in duals of compact abelian groups
Various techniques are presented for constructing (p) sets which are not for all . The main result is that there is a (4) set in the dual of any compact abelian group which is not for all . Along the way to proving this, new constructions are given in dual groups in which constructions were already known of (p) not sets, for certain values of . The main new constructions in specific dual groups are:– there is a (2k) set which is not in for all , and , and in ( a prime,...
Constructions of positive commutative semigroups on the plane. II.
Contact and conformal maps on Iwasawa N groups
The action of the conformal group on may be characterized in differential geometric terms, even locally: a theorem of Liouville states that a map between domains and in whose differential is a (variable) multiple of a (variable) isometry at each point of is the restriction to of a transformation , for some in . In this paper, we consider the problem of characterizing the action of a more general semisimple Lie group on the space , where is a parabolic subgroup. We solve...
Contact des systèmes des sousgroupes d'un groupe de Lie
Continous Wavelet Transforms with Applications to Analyzing Functions on Spheres.
Continuation of unitary derived functor modules out of the canonical chamber
Continued fractions on the Heisenberg group
We provide a generalization of continued fractions to the Heisenberg group. We prove an explicit estimate on the rate of convergence of the infinite continued fraction and several surprising analogs of classical formulas about continued fractions.
Continuité d'une action d'un semilattis compact.
Continuity of Locally Compact Group Actions with Measurable Orbit Maps.
Continuity of semigroup actions.
Continuous actions of pseudocompact groups and axioms of topological group
In this paper, we show that it is possible to extend the Ellis theorem, establishing the relations between axioms of a topological group on a new class of spaces containing all countably compact spaces in the case of Abelian group structure. We extend statements of the Ellis theorem concerning separate and joint continuity of group inverse on the class of spaces that gives some new examples and statements for the -theory and theory of topologically homogeneous spaces.