Adam Layne

most citedStability Within

T^{2}

-Symmetric Expanding Spacetimes

4 citations · 4 across the 2 of their papers we have counts for

collaborators

2 papers

gr-qc2023

A Numerical Study of the Expanding Direction of $T^{2}$ -Symmetric Spacetimes

Beverly K. Berger, James Isenberg, Adam Layne

The asymptotic behavior of expanding, generic, $T^{2}$ -Symmetric, vacuum spacetimes is examined via numerical simulations. After validation of the numerical methods, the properties o…

math.AP2018★ 4 cited

Stability Within $T^{2}$ -Symmetric Expanding Spacetimes

Beverly K. Berger, James Isenberg, Adam Layne

We prove a nonpolarised analogue of the asymptotic characterization of $T^{2}$ -symmetric Einstein Flow solutions completed recently by LeFloch and Smulevici. In this work, we impose…

A Numerical Study of the Expanding Direction of T2-Symmetric Spacetimes

Stability Within T2-Symmetric Expanding Spacetimes

A Numerical Study of the Expanding Direction of $T^{2}$ -Symmetric Spacetimes

Stability Within $T^{2}$ -Symmetric Expanding Spacetimes