Rahul Roy
Published 2008-03-19Version 1
It is shown that superfluids in two and three dimensions which have time reversal invariant ground states have phases which are distinguished by a topological invariant. Further, it is shown that the B-phase of $^3$ He is a superfluid in the non-trivial topological class. Superfluids in the non-trivial topological class are shown to have gapless edge states and support various kinds of vortices with zero energy modes localized in their cores. Some of these vortices have non-abelian statistics.
A Z$_2$ index of Dirac operator with time reversal symmetry
Layer-Contrasted Hall Effect in Twisted Bilayers with Time Reversal Symmetry
Interpolation formula for the reflection coefficient distribution of absorbing chaotic cavities in the presence of time reversal symmetry
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