anderson 1989 complete ricci-flat kahler-manifolds of infinite topological type-1

prev

next

out of 6

Download ANDERSON 1989 Complete Ricci-Flat Kahler-Manifolds of Infinite Topological Type-1

Upload: guido-franchetti

Post on 06-Apr-2018

231 views

Category:

Documents

0 download

Report

Download

Embed Size (px):

TRANSCRIPT

8/2/2019 ANDERSON 1989 Complete Ricci-Flat Kahler-Manifolds of Infinite Topological Type-1

1/6
8/2/2019 ANDERSON 1989 Complete Ricci-Flat Kahler-Manifolds of Infinite Topological Type-1

2/6
8/2/2019 ANDERSON 1989 Complete Ricci-Flat Kahler-Manifolds of Infinite Topological Type-1

3/6
8/2/2019 ANDERSON 1989 Complete Ricci-Flat Kahler-Manifolds of Infinite Topological Type-1

4/6
8/2/2019 ANDERSON 1989 Complete Ricci-Flat Kahler-Manifolds of Infinite Topological Type-1

5/6
8/2/2019 ANDERSON 1989 Complete Ricci-Flat Kahler-Manifolds of Infinite Topological Type-1

6/6

SINGULARITIES OF THE RICCI FLOW ON 3-MANIFOLDS H.-D. Caomatcont/34_6.pdf · SINGULARITIES OF THE RICCI FLOW ON 3-MANIFOLDS 107 when ˜(M2) >0. Subsequently, B. Chow [15] proved that

RICCI FLOW ON KAHLER-EINSTEIN MANIFOLDS¨ · RICCI FLOW ON KAHLER-EINSTEIN MANIFOLDS 19¨ Remark 1.7 We need the assumption on the existence of a Kahler-Einstein metric because we

Canonical measures and Kähler-Ricci floCANONICAL MEASURES AND KAHLER-RICCI FLOW 305¨ doesnotexpectthatω(t,·)convergestoasmoothK¨ahler-Einsteinmetricoutside asubvarietyofX ingeneral

Kähler-Einstein metrics on Fano manifolds. II: Limits ...archive.ymsc.tsinghua.edu.cn/pacm_download/21/11689-Paper_2.pdf · KAHLER-EINSTEIN METRICS ON FANO MANIFOLDS, II 201¨ Itwould

UNIQUENESS OF THE COMPLEX STRUCTURE ON KAHLER MANIFOLDS …

CONTEMPORARY MATHEMATICS · Calabi-Yau manifolds from other Kahler manifolds. Although it has been some years since non-Kahler manifolds made their first appearance in in the physics

Ricci curvature and geometry of compact Kähler varietiesdemailly/...J.-P. Demailly (Grenoble), TSIMF, Sanya, Dec 18-22, 2017 Ricci curvature and geometry of compact Kahler varieties

RICCI FLOW ON COHOMOGENEITY ONE MANIFOLDS A …

Combinatorial Ricci ows on abstract manifoldsmath.arizona.edu/~ura-reports/083/Wilson.Mitch/Midter… · · 2008-08-07Combinatorial Ricci ows on abstract manifolds Alex Henniges

Introduction - Florida International Universityfaculty.fiu.edu/~draghici/research/paperfiles/survey-web.pdfTHE CURVATURE AND THE INTEGRABILITY OF ALMOST-KAHLER MANIFOLDS: A SURVEY¨

KAHLER STRUCTURES ON SPIN -MANIFOLDS · ant. In particular, Corollary 5 remains true if one replaces smooth spin 6-manifolds by topological ones. 1.4. Conventions. All manifolds are

A SPLITTING THEOREM FOR KAHLER MANIFOLDS WHOSE¨ …faculty.fiu.edu/~draghici/research/paperfiles/IJM.pdf · In Sec. 3, we consider the homogeneous K¨ahler manifolds, as an important

NEARLY KAHLER MANIFOLDS WITH POSITIVE HOLOMORPHIC

Ricci Flow With Surgery on Manifolds; Grisha Perelman

RICCI CURVATURE OF GRAPHSpeople.math.sc.edu/lu/papers/graphcurv.pdf · The Ricci curvature plays a very important role on geometric analysis on Riemannian manifolds. Many results

Lectures on K¨ahler Manifolds - Max Planck Societypeople.mpim-bonn.mpg.de/hwbllmnn/archiv/kaehler0609.pdfPreface These are notes of lectures on Kahler manifolds which I taught at

Rotationally symmetric Ricci flow on asymptotically flat ......Rotationally symmetric Ricci flow on asymptotically flat manifolds 539 we define three different kinds of metric

Ricci Flow for Warped Product Manifolds - Kartik … flow...Ricci Flow for Warped Product Manifolds Kartik Prabhu (05PH2001) Supervisor: Dr. Sayan Kar Dept. of Physics & Meteorology

GEOMETRY OF KAHLER MANIFOLDS AND¨ LAGRANGIAN … › ~furbano › papers › spin.pdf · SPINc GEOMETRY OF KAHLER MANIFOLDS AND¨ THE HODGE LAPLACIAN ON MINIMAL LAGRANGIAN SUBMANIFOLDS

Moduli of extensions of holomorphic bundles on Kahler ...raw/papers/Extensions.pdf · moduli space are closely related to the harmonic map equations from Kahler manifolds to Grassmannians

the Ricci ﬂow and the Sausage - unipr.itenrico.onofri/SL.pdf · Bennet Chow, “Ricci flows and Einstein metrics in Low Dimensions”, Lectures on Einstein manifolds, Int. Press

GEOMETRY OF KAHLER MANIFOLDS AND ...furbano/papers/spin.pdf(twistor manifolds on quaternionic-Kahler manifolds). Finally, as the Jacobi operator of a compact minimal Lagrangian submanifold

HARMONIC MAPPINGS OF KAHLER MANIFOLDSmath.mit.edu/.../2011/library/...of_kahler_to_locally_symmetric_space… · HARMONIC MAPPINGS OF KAHLER MANIFOLDS TO LOCALLY SYMMETRIC SPACES

KAWA lecture notes on the Kähler Ricci flow...Kähler–Ricci flow on noncompact Kähler manifolds [7,59], or the Chern Ricciflow[27,79,78,80](ageneralizationoftheKähler–Ricciflowtopos-

CONVERGENCE OF THE NORMALIZED KAHLER-RICCI FLOW ON …guedj/fichierspdf/NotesGuedj.pdf · 2013-01-16 · CONVERGENCE OF THE NORMALIZED KAHLER-RICCI FLOW ON KAHLER-EINSTEIN FANO MANIFOLDS

Topics in Complex Differential Geometry by Lung …Abstract ii Acknowledgements iii 0. Introduction 1 1. Hermitian Differential Geometry and Kahler Manifolds 5 1.1 Hermitian manifolds

Non-singular solutions of the Ricci flow on three-manifolds · Non-singular solutions of the Ricci flow on three-manifolds 699 4. Long Time Pinching. Here we improve the pinching

Complex manifolds and K ahler Geometryjoyce/KahlerGeom... · Riemann curvature of Riemannian manifolds Decomposition of tensors on complex manifolds The Ricci form Ricci at K ahler

Conference Board of the Mathematical Sciences · Kahler manifolds 26 (a) Kahler geometry 26 (b) Calabi's problem and Kahler-Einstein metrics 27 (c) Another variational problem 31

Chapter 4 Regularizing Properties of the Kahler–Ricci¨ Flowsebastien.boucksom.perso.math.cnrs.fr/publis/KRF.pdf · 2019-01-24 · Chapter 4 Regularizing Properties of the Kahler–Ricci¨

BLOWING UP KAHLER MANIFOLDS WITH CONSTANT SCALAR · up to automorphisms in their Kahler class, as recently proved (even for the more general class of extremal metrics) by Chen-Tian

New York Journal of Mathematics - NYJM Homenyjm.albany.edu/j/2014/20-43v.pdf · THE SOLITON-KAHLER{RICCI FLOW OVER FANO MANIFOLDS 847 The SRF correspond to a Perelman’s modi ed

2005 - Talksequation together with the Kahler-Ricci flow on complete non-compact manifolds, we derive C^k estimates directly without using the C^0 estimate. Based on these analysis,

EXTREMAL KAHLER METRICS ON RULED¨ MANIFOLDS AND … · EXTREMAL KAHLER METRICS¨ 5 R∇ = −i PN i=1 i ωSi, where each ωSi is the K¨ahler form of a Kahler metric, gSi, on Si

KAHLER STRUCTURES ON SPIN -MANIFOLDSschreied/Spin.pdf · KAHLER STRUCTURES ON SPIN 6-MANIFOLDS 5 formula that this condition depends only on the homotopy type of M. Moreover, if X