F. Duncan M. Haldane, Ph.D
|Princeton University, Princeton, NJ|
Google:"F. Duncan M. Haldane"
The Nobel Prize in Physics 2016 was divided, one half awarded to David J. Thouless, the other half jointly to F. Duncan M. Haldane and J. Michael Kosterlitz
for theoretical discoveries of topological phase transitions and topological phases of matter.
Mean distance: 11.72
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|Zhu W, Gong SS, Haldane FD, et al. (2015) Fractional Quantum Hall States at ν=13/5 and 12/5 and Their Non-Abelian Nature. Physical Review Letters. 115: 126805|
|Shao J, Kim EA, Haldane FD, et al. (2015) Entanglement Entropy of the ν=1/2 Composite Fermion Non-Fermi Liquid State. Physical Review Letters. 114: 206402|
|Zhu W, Gong SS, Haldane FD, et al. (2014) Identifying non-Abelian topological order through minimal entangled states. Physical Review Letters. 112: 096803|
|Yang B, Haldane FD. (2014) Nature of quasielectrons and the continuum of neutral bulk excitations in Laughlin quantum Hall fluids. Physical Review Letters. 112: 026804|
|Papić Z, Haldane FD, Rezayi EH. (2012) Quantum phase transitions and the ν=5/2 fractional Hall state in wide quantum wells. Physical Review Letters. 109: 266806|
|Yang B, Hu ZX, Papić Z, et al. (2012) Model wave functions for the collective modes and the magnetoroton theory of the fractional quantum Hall effect. Physical Review Letters. 108: 256807|
|Haldane FD. (2011) Geometrical description of the fractional quantum Hall effect. Physical Review Letters. 107: 116801|
|Regnault N, Bernevig BA, Haldane FD. (2009) Topological entanglement and clustering of Jain hierarchy states. Physical Review Letters. 103: 016801|
|Bernevig BA, Haldane FD. (2009) Clustering properties and model wave functions for non-Abelian fractional quantum Hall quasielectrons. Physical Review Letters. 102: 066802|
|Bernevig BA, Haldane FD. (2008) Properties of non-Abelian fractional quantum Hall states at filling nu = k/r. Physical Review Letters. 101: 246806|