Vorträge in der Woche 16.05.2016 bis 22.05.2016

Dienstag, 17.05.2016: Konferenz: Static metrics and Bartnik's quasi-local mass conjecture 2016

Static metrics have been intensively studied since the early days of General Relativity. Insights and results have been and continue to be obtained from physical, analytic and geometric perspectives. Milestones include the static black hole uniqueness theorems and a detailed understanding of the asymptotic behavior of static metrics. Besides being of interest in their own right, static metrics also feature as obstructions in certain gluing constructions and as critical points in certain geometric variational problems, most notably in the approach to quasi-local capacity taken by Robert Bartnik. Bartnik's definition leads to the static metric extension conjecture, which will also be one of the main topics discussed at this conference.

Mittwoch, 18.05.2016: Konferenz: Static metrics and Bartnik's quasi-local mass conjecture 2016

Static metrics have been intensively studied since the early days of General Relativity. Insights and results have been and continue to be obtained from physical, analytic and geometric perspectives. Milestones include the static black hole uniqueness theorems and a detailed understanding of the asymptotic behavior of static metrics. Besides being of interest in their own right, static metrics also feature as obstructions in certain gluing constructions and as critical points in certain geometric variational problems, most notably in the approach to quasi-local capacity taken by Robert Bartnik. Bartnik's definition leads to the static metric extension conjecture, which will also be one of the main topics discussed at this conference.

Donnerstag, 19.05.2016: Konferenz: Static metrics and Bartnik's quasi-local mass conjecture 2016

Static metrics have been intensively studied since the early days of General Relativity. Insights and results have been and continue to be obtained from physical, analytic and geometric perspectives. Milestones include the static black hole uniqueness theorems and a detailed understanding of the asymptotic behavior of static metrics. Besides being of interest in their own right, static metrics also feature as obstructions in certain gluing constructions and as critical points in certain geometric variational problems, most notably in the approach to quasi-local capacity taken by Robert Bartnik. Bartnik's definition leads to the static metric extension conjecture, which will also be one of the main topics discussed at this conference.

Donnerstag, 19.05.2016: Dynamic Mode Decomposition: Theorie und Anwendung mit Particle Image Velocimetry

Tim Krake

Im Jahre 2008 stellten Peter J. Schmid und Jörn Sesterhenn bei einer Konferenz einen Algorithmus namens „Dynamic Mode Decomposition“ (DMD) vor. DMD wird besonders im Bereich der Strömungsmechanik eingesetzt unter Verwendung eines speziellen Verfahrens: Particle Image Velocimetry (PIV). In meinem Vortrag werde ich die Theorie von DMD und die Anwendung mit PIV ansprechen. Darüber hinaus gehe ich noch auf die Interpretation von DMD durch den Koopmanoperator ein

Freitag, 20.05.2016: Konferenz: Static metrics and Bartnik's quasi-local mass conjecture 2016

Static metrics have been intensively studied since the early days of General Relativity. Insights and results have been and continue to be obtained from physical, analytic and geometric perspectives. Milestones include the static black hole uniqueness theorems and a detailed understanding of the asymptotic behavior of static metrics. Besides being of interest in their own right, static metrics also feature as obstructions in certain gluing constructions and as critical points in certain geometric variational problems, most notably in the approach to quasi-local capacity taken by Robert Bartnik. Bartnik's definition leads to the static metric extension conjecture, which will also be one of the main topics discussed at this conference.