o:561002
Summer School »Between Geometry and Relativity«. Teil 4: Lan-Hsuan Huang: Positive Energy Theorems 1
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Summer School »Between Geometry and Relativity«
Mitschnitt einer Veranstaltung des Internationalen Erwin Schrödinger Instituts für Mathematik und Physik (ESI) am Montag, dem 17. Juli 2017 im Lise Meitner-Hörsaal der Fakultät für Physik
Teil 4: Lan-Hsuan Huang: Positive Energy Theorems 1
Kamera: Lilian Nowak, Johannes Sauer, Daniel Winkler
Schnitt: Daniel Winkler
Abstract: We will discuss the analytic background for the positive mass theorem on the scalar curvature deformation. Using those deformation results, one can reduce the general case of the positive mass theorem to the special case of initial data sets that have harmonic asymptotics or can be further compactified. The equality case of the positive mass theorem will be also discussed.
Lan-Hsuan Huang ist Professor am Department of Mathematics der University of Connecticut.
INHALT
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Kapitel Titel Position
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1. Vorspann 00:00:00
2. The Riemannian positive mass theorem 00:00:10
3. Asymptotic and harmonic flatness 00:08:58
4. Outline of Schoen-Yau's proof 00:19:20
5. Conformal deformation 00:27:22
6. A corollary on decreasing mass 00:43:00
Mathematische Physik, Differentialgeometrie
2017-09-19T11:19:24.816Z
44
yes
47
Österreichische Zentralbibliothek für Physik
institution
2017-07-17
video/mp4
3387420510
http://phaidra.univie.ac.at/o:561002
MP4-kompatibler Mediaplayer
PT48M59S
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yes
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(c) Österreichische Zentralbibliothek für Physik
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Mathematische Physik, Differentialgeometrie
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A150