Complex-Tangential Sets and Boundary Values in Submanifolds of the Boundary.
Composition of Potentials with Inner Functions.
Composition operators from the weighted Bergman space to the th weighted spaces on the unit disc.
Composition operators: to the Bloch space to
Let ,B and Qβ be the weighted Nevanlinna space, the Bloch space and the Q space, respectively. Note that B and are Möbius invariant, but is not. We characterize, in function-theoretic terms, when the composition operator induced by an analytic self-map ϕ of the unit disk defines an operator , , which is bounded resp. compact.
Computing Gauss-Manin systems for complete intersection singularities .
Computing the pluricomplex Green function with two poles.
Computing versal deformations.
Conal Heisenberg algebras and associated Hilbert spaces.
Concave domains with trivial biholomorphic invariants
It is proved that if F is a convex closed set in ℂⁿ, n ≥2, containing at most one (n-1)-dimensional complex hyperplane, then the Kobayashi metric and the Lempert function of ℂⁿ∖ F identically vanish.
Concavity Theorems.
Concerning the energy class for 0 < p < 1
The energy class is studied for 0 < p < 1. A characterization of certain bounded plurisubharmonic functions in terms of and its pluricomplex p-energy is proved.
Condition polynomiale de Leja et L-régularité dans
Condition and Fefferman's mapping theorem.
Conditions d'adjonction, d'après Du Val
Conditions de régularité et éclatements
On décrit trois types de conditions permettant de stratifier un morphisme analytique complexe :1) différentielles, à la Thom-Whitney,2) géométriques, demandant l’équidimensionnalité de certains diviseurs exceptionnels obtenus à partir de l’espace conormal relatif ou de la modification de Nash relative de ,3) numériques, exigeant la constance d’invariants de le long des states.On donne une méthode générale permettant d’exprimer et de démontrer des équivalences entre des conditions de chaque...
Conditions de Whitney et sections planes.
Conditions for the -closedness of differential forms.
Cône normal et régularités de Kuo-Verdier
Nous introduisons de nouvelles régularités de Kuo-Verdier et montrons que pour une stratification
Configuration space of 8 points on the projective line and a 5-dimensional Picard modular group
Confluent Hypergeometric Functions on Tube Domains.