An example of special Lagrangian fibration

An example of special Lagrangian fibration

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摘要 On the total space of the line bundle π: π*1T*P1(◎)π2*T*P1 → P1× P1, acomplete Ricci-flat Kaehler metric and a smooth special Lagrangian fibration are given.This special Lagrangian fibration is smoothly built up of 4 Harvey-Lawson's models in 4directions. On the total space of the line bundle π:π1*T*P1(?)π2*T*P1→P1×P1,a complete Ricci-flat Kaehler metric and a smooth special Lagrangian fibration are given. This special Lagrangian fibration is smoothly built up of 4 Harvey-Lawson's models in 4 directions.

作者 FU Jixiang

机构地区 Institute of Mathematics of Fudan University

出处《Science China Mathematics》 SCIE 2005年第8期1027-1032,共6页 中国科学：数学（英文版）

基金 This work was supported by the National Natural Science Foundation of China(Grant No.10101004).

关键词 SPECIAL Lagrangian SPECIAL LAGRANGIAN fibration COMPLETE Ricci-flat KAEHLER metric. special Lagrangian, special Lagrangian fibration, complete Ricci-flat Kaehler metric

分类号 N [自然科学总论]

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1Giorgio Patrizio,Pit-Mann Wong.Stein manifolds with compact symmetric center[J].Mathematische Annalen.1991(1)
2Reese Harvey,H. Blaine Lawson.Calibrated geometries[J].Acta Mathematica.1982(1)
3Goldstein,E.Calibrated fibrations on noncompact manifolds via torus action, Duck Math[].J.2001
4Fu,J. X.Rigidity of a class of special Lagrangian fibrations singularity, Asian J[].Mathematica Journal.2000

1翁林.SURFACES OF GENERAL-TYPE WITH X(O_S)=1 AND FIBRATIONS OF GENUS TWO(Ⅲ)[J].Science China Mathematics,1990,33(8):920-922.
2陈仲鹤.A CLASS OF INCOMPRESSIBLE SURFACES IN 3-MANIFOLDS FIBERING OVER S^1[J].Chinese Science Bulletin,1991,36(19):1590-1594.
3欧阳崇珍.Note on Isospectral Riemannian Manifolds[J].Chinese Science Bulletin,1993,38(12):982-985.
4沈一兵.ON MINIMAL AND KAEHLER SUBMANIFOLDS WITH ISOTROPIC SECOND FUNDAMENTAL FORM[J].Chinese Science Bulletin,1990,35(1):84-85.
5杨学锋.MULTIPLE SOLUTIONS FOR HARMONIC MAPS FROM A SURFACE INTO CP^n WITH DIRICHLET BOUNDARY VALUE[J].Chinese Science Bulletin,1992,37(7):611-611.
6LIU Weiming & ZHOU XiangyuInstitute of Mathematics, Academy of Mathematics and System Sciences, Chinese Academy of Sciences, Beijing 100080, China,Department of Mathematics, Zhejiang University, Hangzhou 310028, China.Line bundles on non-primary Hopf manifolds[J].Science China Mathematics,2004,47(4):538-551. 被引量：3
7张藜,王作跃.“中国现代化进程中的科学与技术”研讨会综述[J].中国科技史杂志,2009,30(2):259-261. 被引量：1
8姚德昌.晚明夏之臣及其“忽变”说[J].自然科学史研究,1987,6(3):238-243. 被引量：3
9郭小江,彭智,吴爱军.满足正则性条件的局部适当半群(英文)[J].江西师范大学学报（自然科学版）,2004,28(5):411-417.
10ZHAO Xu’an,GAO Hongzhu & QIU Huaidong LMAM,School of Mathematics Science, Beijing Normal University, Beijing 100875, China.The minimal genus problem in rational surfaces CP^2#nCP^2[J].Science China Mathematics,2006,49(9):1275-1283. 被引量：1

Science China Mathematics

2005年第8期

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An example of special Lagrangian fibration

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