Conveners
Conformal and related techniques for applications in GR
- Rod Gover (University of Auckland)
Conformal and related techniques for applications in GR
- Rod Gover (University of Auckland)
Conformal and related techniques for applications in GR
- Rod Gover (University of Auckland)
Description
Topics should include: Spacetime models and spacetime compactification; Conformal geometry and tractors; prolongation of some relevant overdetermined PDE; The geometry of scale; Geometric compactification and related boundary calculus; Applications to the massive wave equation and its scattering as an example; Conformal boundary conditions for the Einstein equations.
Topics should include: Spacetime models and spacetime compactification; Conformal geometry and tractors; prolongation of some relevant overdetermined PDE; The geometry of scale; Geometric compactification and related boundary calculus; Applications to the massive wave equation and its scattering as an example; Conformal boundary conditions for the Einstein equations.
Topics should include: Spacetime models and spacetime compactification; Conformal geometry and tractors; prolongation of some relevant overdetermined PDE; The geometry of scale; Geometric compactification and related boundary calculus; Applications to the massive wave equation and its scattering as an example; Conformal boundary conditions for the Einstein equations.
Topics should include: Spacetime models and spacetime compactification; Conformal geometry and tractors; prolongation of some relevant overdetermined PDE; The geometry of scale; Geometric compactification and related boundary calculus; Applications to the massive wave equation and its scattering as an example; Conformal boundary conditions for the Einstein equations.
Topics should include: Spacetime models and spacetime compactification; Conformal geometry and tractors; prolongation of some relevant overdetermined PDE; The geometry of scale; Geometric compactification and related boundary calculus; Applications to the massive wave equation and its scattering as an example; Conformal boundary conditions for the Einstein equations.
Topics should include: Spacetime models and spacetime compactification; Conformal geometry and tractors; prolongation of some relevant overdetermined PDE; The geometry of scale; Geometric compactification and related boundary calculus; Applications to the massive wave equation and its scattering as an example; Conformal boundary conditions for the Einstein equations.
Topics should include: Spacetime models and spacetime compactification; Conformal geometry and tractors; prolongation of some relevant overdetermined PDE; The geometry of scale; Geometric compactification and related boundary calculus; Applications to the massive wave equation and its scattering as an example; Conformal boundary conditions for the Einstein equations.
