Surveys in Geometric Analysis – Volume 3, 2019

Complete Noncompact Kahler Manifolds with Positive Curvature .........BING-LONG CHEN and XI-PING ZHU 1 

Extreme Gap Problems in Random Matrix Theory ................RENJIE FENG 19

 Classification on Singularity Types of Long-Time Kahler-Ricci Flow ·················· FREDERICK Tsz-Ho FONG and YASHAN ZHANG 35 

Scalar Curvatures on an Almost Hermitian Manifold····························· JIXIANG Fu and XIANCHAO ZHOU 49

The Kahler-Ricci Flow with Log Canonical Singularities ........HUABIN GE and LIANGMING SHEN 61 

Problems Related to Isoparametric Theory· ....·JIANQUAN GE 71 

Sorne Recent Results on the Lp-Minkowski Problem .....YONG HUANG, JIAKUN LIU and JIAN Lu 86 

The Lp-Minkowski Problem ..HUAIYU JIAN 112 Higher-Order Regularity of Collapsing Metrics in Kahler Geometry ...........WANGJIAN JIAN 121 

Optimal Boundary Regularity for Fast Diffusion Equations ........TIANLING JIN and JINGANG XIONG 133 

Sphere Theorems for Submanifolds in Kahler Manifold···································· JUN SUN and LINLIN SUN 145 

On the Existence of the Mabuchi Soliton.......FENG WANG 162 

Rigidity of Entire Self-Shrinking Solutions to Lagrangian Mean Curvature Flow······························ WENLONG WANG 174 

Morse Theory for Minimal Hypersurfaces and the Multiplicity One Conjecture ···························· ZHICHAO WANG and XIN ZHOU 189 

Type-II Solutions to Mean Curvature Flow ................HAOTIAN Wu and ZHOU ZHANG 204 

The Greatest Ricci Lower Bound and Stability Threshold .......KEWEI ZHANG 219 

The Hermitian-Einstein Equation on Higgs Bundle and lts Applications .......XI ZHANG 226 

Existence of Solutions to Mean Field Equations on Closed Riemann surfaces ...............CHAONA ZHU 246

Langue(s) : Anglais

Editeur : EDP Sciences & Science Press

Collection : Surveys in Geometric Analysis

Publication : 5 septembre 2024

EAN13 (papier) : 9782759836635

Référence eBook [PDF] : L36642

EAN13 eBook [PDF] : 9782759836642

Intérieur : Noir & blanc

Nombre de pages eBook [PDF] : 266

Taille(s) : 90,1 Mo (PDF)