activity
19952018
most citedStrongly hyperbolic second order Einstein's evolution equations

92 citations · 249 across the 13 of their papers we have counts for

collaborators

15 papers

math.OA2018

Simplicity criteria for etale groupoid -algebras

Danny Crytser, Gabriel Nagy

We develop a framework suitable for obtaining simplicity criteria for reduced -algebras of Hausdorff etale groupoids. This is based on the study of certain non-degenerate $C^*…

math.OA2016

Traces arising from regular inclusions

Danny Crytser, Gabriel Nagy

We study the problem of extending a state on an abelian - subalgebra to a tracial state on the ambient -algebra. We propose an approach that is well-suited to the case of…

math.OA2013

Pseudo-Diagonals and Uniqueness Theorems

Gabriel Nagy, Sarah Reznikoff

We examine a certain type of abelian C*-subalgebras that allow one to give a unified treatment of two uniqueness theorems: for graph C*-algebras and for certain reduced crossed pro…

math.OA2013

A generalized Cuntz-Krieger uniqueness theorem for higher rank graphs

Jonathan H. Brown, Gabriel Nagy, Sarah Reznikoff

We present a uniqueness theorem for k-graph C*-algebras that requires neither an aperiodicity nor a gauge invariance assumption. Specifically, we prove that for the injectivity of…

gr-qc2007★ 63 cited

Rough solutions of the Einstein constraints on closed manifolds without near-CMC conditions

Michael Holst, Gabriel Nagy, Gantumur Tsogtgerel

We consider the conformal decomposition of Einstein's constraint equations introduced by Lichnerowicz and York, on a closed manifold. We establish existence of non-CMC weak solutio…

gr-qc2007★ 7 cited

Rough solutions of the Einstein constraint equations with nonconstant mean curvature

M. Holst, J. Kommemi, G. Nagy

We consider the conformal decomposition of Einstein's constraint equations introduced by Lichnerowicz and York, on a compact manifold with boundary. We use order relations on appro…