As in the field of" Invariant Distances and Metrics in Complex Analysis" there was and is a
continuous progress this is now the second extended edition of the corresponding …

An English translation of a book that first appeared in Japanese. It provides an account of
recent developments in geometric function theory in several complex variables and presents …

Résumé Nous étudions la dynamique des applications d'allure polynomiale à plusieurs
variables. Nous montrons en particulier le résultat suivant: Soit f: U→ V une application …

The Bergman kernel and metric have been a seminal part of geometric analysis and partial
differential equations since their invention by Stefan Bergman in 1922. Applications to …

This highly original work, written by the creators of the multivariable theory of
automorphisms, is a rich tapestry of themes and concepts, and a comprehensive treatment …

Domains in C <Superscript> <Emphasis Type="Italic">n </Emphasis>+1 </Superscript> with
noncomp Page 1 The Journal of Geometric Analysis Volume 1, Number 3, 1991 Domains in C …

We study the domain of coupling constants for which a 3-body or 4-body system is bound
while none of its subsystems is bound. Limits on the size of the domain are derived from a …

JE Fornæss posed the question whether the boundary point of smoothly bounded
pseudoconvex domain is strictly pseudoconvex, when the asymptotic limit value of the …

We show that every strictly pseudoconvex domain Ω Ω with smooth boundary in a complex
manifold MM admits a global defining function, ie, a smooth plurisubharmonic function φ: U …

Domains in C2 with Noncompact Automorphism Groups Page 1 Domains in C2 with
Noncompact Automorphism Groups Eric Bedford and Sergey Pinchuk Abstract. We show that a …