Titlebook: Complex Analysis and Geometry; KSCV10, Gyeongju, Ko Filippo Bracci,Jisoo Byun,Nikolay Shcherbina Conference proceedings 2015 Springer Japan

踉跄

Themes on Non-analytic Singularities of Plurisubharmonic Functions,We survey some results and questions on the singularity of psh functions with non-analytic singularities. Also we show that the Demailly approximation sequence of a psh function does not contain a monotone singularity-increasing linear subsequence, in general.

不发音

招待

推崇

,Compact Smooth but Non-complex Complements of Complete Kähler Manifolds,We modify the techniques developed by Diederich and Fornaess, and construct compact smooth submanifolds of arbitrary real codimension ., which are non-complex as the complements of complete Kähler manifolds.

迷住

,A CR Proof for a Global Estimate of the Diederich–Fornaess Index of Levi-Flat Real Hypersurfaces,dex must be smaller than or equal to the reciprocal of the dimension of the ambient space. This proof reveals that this kind of estimate makes sense and holds also for abstract compact Levi-flat CR manifolds.

cushion

,On Nazarov’s Complex Analytic Approach to the Mahler Conjecture and the Bourgain-Milman Inequality,, that his proof of the Bourgain-Milman inequality using estimates for the Bergman kernel for tube domains cannot be improved to obtain the Mahler conjecture which would be the optimal version of this inequality.

Gratulate

,Structure Theorems for Compact Kähler Manifolds with Nef Anticanonical Bundles,e Albanese morphism of such manifolds, relations tying semipositivity of the Ricci curvature with rational connectedness, positivity properties of the Harder-Narasimhan filtration of the tangent bundle.

CLASP

Amoebas of Cuspidal Strata for Classical Discriminant,amoebas. We prove that any singular cuspidal stratum of the classical discriminant can be transformed by a monomial change of variables into an .-discriminantal set and compute the contours of the amoebas of these strata.

Climate

Gerd Kegel,Thomas Arnhold,Klaus Dahlmeierdex must be smaller than or equal to the reciprocal of the dimension of the ambient space. This proof reveals that this kind of estimate makes sense and holds also for abstract compact Levi-flat CR manifolds.

PALL

Sprachwissen und Sprachtheorien, that his proof of the Bourgain-Milman inequality using estimates for the Bergman kernel for tube domains cannot be improved to obtain the Mahler conjecture which would be the optimal version of this inequality.