Nishanth Gudapati
Published 2017-02-25Version 1
We investigate the dimensional reduction of 3+1 vacuum axisymmetric Einstein's equations to 2+1 dimensional Einstein-wave map system and observe that the resulting system is 1) not asymptotically flat, 2) its geometric-mass diverges and 3) the energy of wave map also diverges. Subsequently, we discuss the consequences of these issues.
Dimensional reduction for a system of 2D anyons
On the local character of $Γ$-closure for the simultaneous homogenization and dimensional reduction in elasticity
On the anisotropic Kirchhoff-Plateau problem
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