Monday, June 11
Barry Wardell (University College Dublin) “Self-force: Numerical implementations” (PDF)
John Friedman (University of Wisconsin-Milwaukee) “Progress on orbiting particles in a Kerr background” (PDF)
Sam Dolan (University of Southampton) “Time-domain schemes for gravitational self-force” (PDF)
Jonathan Thornburg (Indiana University) “Self-force and orbital evolution for a scalar particle in a generic orbit in Kerr spacetime” (PDF)
Abraham Harte (Albert Einstein Institute) “Green functions, caustics, and self-force” (PDF)
Anil Zenginoglu (California Institute of Technology) “Numerical calculation of Green functions in black hole spacetimes” (PDF)
Eric Poisson (University of Guelph) “Self-force as probe of internal structure” (PDF)
Gonzalo Ares de Parga (Escuela Superior de Física y Matemáticas) “The stronger principle of equivalence and the equation of motion for a point like charged particle”
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Tuesday, June 12
Ian Vega & Peter Diener (University of Guelph) “Self-consistent motion of a scalar charge around a Schwarzschild black hole” (PDF)
Roland Haas (Caltech) “Self-force driven inspiral of a scalar point particle into a Schwarzschild black hole” (PDF)
Chad Galley (Jet Propulsion Laboratory/Caltech) “Effective field theory and radiation reaction” (PDF)
Adam Pound (University of Southampton) “Second order gravitational self-force” (PDF)
Sam Gralla (University of Maryland) “Second order gravitational self-force” (PDF)
Scott Field (University of Maryland) “Fast waveform extraction from gravitational perturbations” (PDF)
Peter Zimmerman (University of Guelph) “Electromagnetic self-force as a cosmic censor”
Wednesday, June 13
Anna Heffernan (University College Dublin) “High-order expansions of the Detweiler-Whiting singular field” (PDF)
Thomas Linz (University of Wisconsin Milwaukee) “The self-force on accelerated charges in generic spacetimes”
Alexandre Le Tiec (University of Maryland) “Self-force for comparable mass binaries” (PDF)
Chad Galley (Jet Propulsion Laboratory/Caltech) “Resumming and improving black hole perturbation theory for binaries with any mass ratio” (PDF)
Bernard Whiting (University of Florida) “Exploring the self-force – post-Newtonian interface”
Seth Hopper (Albert Einstein Institute) “Eccentric orbits on a Schwarzschild spacetime: Transforming metric perturbations from Regge-Wheeler to Lorenz gauge” (PDF)
Charles Evans, Tommy Osburn, and Erik Forseth (University of North Carolina) “Metric perturbations from eccentric orbits on Schwarzschild: Frequency domain calculations”
Priscilla Canizares (Cambridge University) “Time-Domain Self-Force Computations Using Pseudospectral Methods” (PDF)