At the Journal Club for Condensed Matter there is a very nice and clear commentary Identifying a spin liquid on Kagome lattice by quantum entanglement by Ashvin Vishwanath. I learnt a lot from reading it.
It reviews two recent preprints which use numerical methods (density matrix renormalisation group = DMRG) to establish topological order in the ground state of the Heisenberg spin-1/2 model on the Kagome lattice.
An earlier post considered earlier DMRG evidence that was suggestive of a spin liquid, with an energy gap, but did not establish topological order.
Subscribe to:
Post Comments (Atom)
Lecture on Debye model for solids
I just finished preparing my undergraduate lecture on the Debye model for solids. Here are my slides . The course is a third-year course on...
-
An interesting and controversial question for Ph.D's in science and engineering is too what extent students should be expected to have ...
-
Some of my colleagues and I have started an interesting discussion about how to teach quantum theory to undergraduates. We have courses in t...
-
As years go by the PhD thesis in science and engineering is less and less of a ``thesis'' and more just a box to tick. There was a t...
The appendices in the Balents paper are great.
ReplyDeleteEntanglement spectra in fractional quantum Hall systems and Chern insulators has popped up a lot over the last couple of years. My understanding is that a gap in the entanglement spectrum can give information about topological order and is some sort of generalization of entanglement entropy (Haldane?).
The commentary by Vishvanath was very helpful.