Titlebook: Deformations of Mathematical Structures; Complex Analysis wit Julian ?awrynowicz Book 1989 Kluwer Academic Publishers 1989 Convexity.Deriva

物質

https://doi.org/10.1007/978-3-662-30017-6t a strictly pseudoconvex complete domain, which is not strictly convex, cannot be biholomorphic to a strictly convex domain. Some condition for the convexity of the Kobayashi metric in more general domains is also given.

violate

https://doi.org/10.1007/978-3-662-30015-2me additional assumption). We prove that in the unit polydisc in ?. (which is one of the simplest examples of strictly pseudoconvex polyhedra) the operator admits C.-estimates for (0,1)—forms (Theorem 1).

Liability

Characteristic Homomorphism for Transversely Holomorphic Foliations Via the Cauchy-Riemann Equations original Bott construction [4] arises from a comparison between two sets of connections in the normal bundle. Our intention is to give an alternative construction which is slightly more intrinsic and comes from integrating cocycles associated with the normal bundle. The existence of such cocycles a

使害怕

–吃

Doubles of Atoroidal Manifolds, Their Conformal Uniformization and Deformationsterior admits a conformai structure which is uniformizable by some Mo?bius b-group. On the obtained closed manifolds we introduce a uniformizable conformai structure and investigate the space of its deformations.

壓碎

Hyperbolic Riemann Surfaces with the Trivial Group of Automorphismst Riemann surface of genus g, whose group of all conformai automorphisms is trivial. Then Greenberg [3] has shown that for g > 2 almost all points in the Teichmu?ller space T., except perhaps for an analytic subset, correspond to Riemann surfaces with the trivial group of conformal automorphisms. Ne

Anonymous

On the Convexity of the Kobayashi Indicatrixt a strictly pseudoconvex complete domain, which is not strictly convex, cannot be biholomorphic to a strictly convex domain. Some condition for the convexity of the Kobayashi metric in more general domains is also given.

宮殿般

Boundary Regularity of the Solution of the ??-Equation in the Polydiscme additional assumption). We prove that in the unit polydisc in ?. (which is one of the simplest examples of strictly pseudoconvex polyhedra) the operator admits C.-estimates for (0,1)—forms (Theorem 1).

Anticoagulant

faculty

Punjab,tes, to undergo the course. It was not popular. People resented leaving their villages, families and subsidiary occupations. One day Dhoom Chand, a likeable, bulky man in his forties, who came from a fairly distant village in Punjab, looked particularly unhappy as he went about his practice rounds at the school where we worked.