Proof of a Generalized Geroch Conjecture for the Hyperbolic Ernst Equation
- 期刊名称General Relativity and Gravitation
- 作者I. Hauser; F. J. Ernst
- 卷第33卷
- 期第2期
- 印刷ISSN0001-7701
- 电子ISSN1572-9532
- 文件大小655.92KB
- 发表时间2001-02
- DOI10.1023/a:1002701301339
- 页码195-293
Mukai flop and Ruan cohomologyJianxun Hu; Wanchuan Zhang · 2004
Positive divisors in symplectic geometryJianXun Hu, YongBin Ruan · 2013
Lifetime Estimation for Multi-Phase Deteriorating Process with Random Abrupt JumpsZhang, Jianxun; Si, Xiaosheng; Du, Dangbo; Hu, Chen; Hu, Changhua · Sensors · 2019
Birational cobordism invariance of uniruled symplectic manifoldsJianxun Hu; Tian-Jun Li; Yongbin Ruan · 2008
The existence of homoclinic orbits in Hamiltonian inclusionsJianxun Hu · 2001
Dynamic batch processing in workflows: Model and implementationJianxun Liu; Jinmin Hu · 2007
Local Gromov–Witten invariants of blowups of Fano surfacesJianxun Hu · 2011
Sur la cohomologieGÉRARD Laumon · Compositio Mathematica · 1997
Isocrystals with additional structure. IIRobert E. Kottwitz · Compositio Mathematica · 1997
Le lemme fondamental implique le transfertJ.-L. Waldspurger · Compositio Mathematica · 1997
Représentations cristallines de torsionNATHALIE WACH · Compositio Mathematica · 1997
The Grothendieck conjecture for affine curvesAkio Tamagawa · Compositio Mathematica · 1997
(mathcal{D})C. Huyghe · Compositio Mathematica · 1997
Realizing representations on generalized flag manifoldsTIM BRATTEN · Compositio Mathematica · 1997
Grothendieck topologies and deformation Theory IID. GAITSGORY · Compositio Mathematica · 1997