Publication
Exploring the Conformal Constraint Equations
AbstractThe extended constraint equations arise as a special case of the conformal constraint equations that are satisfied by an initial data hypersurface Z in an asymptotically simple space-time satisfying the vacuum conformal Einstein equations developed by H. Friedrich. The extended constraint equations consist of a quasi-linear system of partial differential equations for the induced metric, the second fundamental form and two other tensorial quantities defined on Z, and are equivalent to the usual constraint equations that Z satisfies as a space-like hypersurface in a space-time satisfying Einstein’s vacuum equation. This article explores a perturbative solution strategy for these equations.
Download publicationRelated Resources
See what’s new.
2011
Two times Technical Achievement Award winner is presenting at the DANSIS SeminarThe two-time Technical Achievement Award by the Academy of Motion…
2014
An Investigation of Metrics For the in-situ Detection of Software ExpertiseTask-based analysis is a common and effective way to measure expertise…
2023
Girl Gang Garage’s Volvo Restoration Inspires Next Generation of TechniciansHow Girl Gang Garage uses Fusion 360 for a vehicle mash-up. …
Get in touch
Something pique your interest? Get in touch if you’d like to learn more about Autodesk Research, our projects, people, and potential collaboration opportunities.
Contact us