Extremal Kähler metrics on ruled manifolds and stability

V Apostolov; David M J Calderbank; P Gauduchon; C W Tonnesen-Friedman

Extremal Kähler metrics on ruled manifolds and stability

V Apostolov, David M J Calderbank, P Gauduchon, C W Tonnesen-Friedman

Department of Mathematical Sciences

Research output: Contribution to journal › Article › peer-review

12 Citations (SciVal)

Abstract

This article gives a detailed account and a new presentation of a part of our recent work [3] in the case of admissible ruled manifolds without blow-downs. It also provides additional results and pieces of information that have been omitted or only sketched in [3].

Original language	English
Pages (from-to)	93-150
Number of pages	58
Journal	Asterisque
Volume	322
Publication status	Published - Dec 2008

Bibliographical note

Conference on Differential Geometry, Mathematical Physics, Mathematics and Society Aug 27-31, 2007 Bures sur Yvette, FRANCE

Cite this

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title = "Extremal K{\"a}hler metrics on ruled manifolds and stability",

abstract = "This article gives a detailed account and a new presentation of a part of our recent work [3] in the case of admissible ruled manifolds without blow-downs. It also provides additional results and pieces of information that have been omitted or only sketched in [3].",

author = "V Apostolov and Calderbank, {David M J} and P Gauduchon and Tonnesen-Friedman, {C W}",

note = "Conference on Differential Geometry, Mathematical Physics, Mathematics and Society Aug 27-31, 2007 Bures sur Yvette, FRANCE",

year = "2008",

month = dec,

language = "English",

volume = "322",

pages = "93--150",

journal = "Asterisque",

issn = "0303-1179",

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T1 - Extremal Kähler metrics on ruled manifolds and stability

AU - Apostolov, V

AU - Calderbank, David M J

AU - Gauduchon, P

AU - Tonnesen-Friedman, C W

N1 - Conference on Differential Geometry, Mathematical Physics, Mathematics and Society Aug 27-31, 2007 Bures sur Yvette, FRANCE

PY - 2008/12

Y1 - 2008/12

N2 - This article gives a detailed account and a new presentation of a part of our recent work [3] in the case of admissible ruled manifolds without blow-downs. It also provides additional results and pieces of information that have been omitted or only sketched in [3].

AB - This article gives a detailed account and a new presentation of a part of our recent work [3] in the case of admissible ruled manifolds without blow-downs. It also provides additional results and pieces of information that have been omitted or only sketched in [3].

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UR - http://smf4.emath.fr/Publications/Asterisque/2008/322/html/

M3 - Article

SN - 0303-1179

VL - 322

SP - 93

EP - 150

JO - Asterisque

JF - Asterisque

ER -

Extremal Kähler metrics on ruled manifolds and stability

Abstract

Bibliographical note

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