Kartik Prabhu

On the static Lovelock black holes

We consider static spherically symmetric Lovelock black holes and generalize the dimensionally continued black holes in such a way that they asymptotically for large

Fields and fluids on curved non-relativistic spacetimes

r

Covariant effective action for a Galilean invariant quantum Hall system

go over to the d-dimensional Schwarzschild black hole in dS/AdS spacetime. This means that the master algebraic polynomial is not degenerate but instead its derivative is degenerate. This family of solutions contains an interesting class of pure Lovelock black holes which are the

Physical stress, mass, and energy for non-relativistic matter

N

Higher order geometric flows on three-dimensional locally homogeneous spaces

th order Lovelock