Abstract
By combining Einstein`s field equations in an unconventional way, and invoking the reasonable energy hypothesis, it was proved that all extended structures in hydrostatic equilibrium have the same maximal mass and produce spacetime that are asymptotically cylindrical when local curvature is present. 6 refs.
Citation Formats
Cornish, N J, and Frankel, N E.
A universal mass in (2+1)-dimensions.
Australia: N. p.,
1992.
Web.
Cornish, N J, & Frankel, N E.
A universal mass in (2+1)-dimensions.
Australia.
Cornish, N J, and Frankel, N E.
1992.
"A universal mass in (2+1)-dimensions."
Australia.
@misc{etde_10109038,
title = {A universal mass in (2+1)-dimensions}
author = {Cornish, N J, and Frankel, N E}
abstractNote = {By combining Einstein`s field equations in an unconventional way, and invoking the reasonable energy hypothesis, it was proved that all extended structures in hydrostatic equilibrium have the same maximal mass and produce spacetime that are asymptotically cylindrical when local curvature is present. 6 refs.}
place = {Australia}
year = {1992}
month = {Dec}
}
title = {A universal mass in (2+1)-dimensions}
author = {Cornish, N J, and Frankel, N E}
abstractNote = {By combining Einstein`s field equations in an unconventional way, and invoking the reasonable energy hypothesis, it was proved that all extended structures in hydrostatic equilibrium have the same maximal mass and produce spacetime that are asymptotically cylindrical when local curvature is present. 6 refs.}
place = {Australia}
year = {1992}
month = {Dec}
}