Michael Mulligan, Ph.D.
Affiliations: | 2009-2012 | Physics | Massachusetts Institute of Technology, Cambridge, MA, United States |
2012-2014 | Physics | University of California, Santa Barbara, Santa Barbara, CA, United States | |
2014-2016 | Physics | Stanford University, Palo Alto, CA | |
2016- | Physics and Astronomy | University of California, Riverside, Riverside, CA, United States |
Area:
Condensed Matter Theory, String TheoryWebsite:
mulligangroup.ucr.eduGoogle:
"Michael Mulligan"Mean distance: (not calculated yet)
Parents
Sign in to add mentorEduardo Hector Fradkin | grad student | 2000-2004 | UC Riverside |
Shamit Kachru | grad student | 2009 | UC Riverside |
Chetan Nayak | post-doc | 2012-2014 | UC Santa Barbara |
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Publications
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Kumar P, Raghu S, Mulligan M. (2019) Composite fermion Hall conductivity and the half-filled Landau level Physical Review B. 99 |
Kumar P, Mulligan M, Raghu S. (2019) Emergent reflection symmetry from nonrelativistic composite fermions Physical Review B. 99: 205151 |
Hui A, Kim E, Mulligan M. (2019) Non-Abelian bosonization and modular transformation approach to superuniversality Physical Review B. 99 |
Mitra A, Mulligan M. (2019) Fluctuations and magnetoresistance oscillations near the half-filled Landau level Physical Review B. 100: 165122 |
Kumar P, Mulligan M, Raghu S. (2018) Topological phase transition underpinning particle-hole symmetry in the Halperin-Lee-Read theory Physical Review B. 98 |
Santos LH, Cano J, Mulligan M, et al. (2018) Symmetry-protected topological interfaces and entanglement sequences Physical Review B. 98 |
Hui A, Mulligan M, Kim E. (2018) Non-Abelian fermionization and fractional quantum Hall transitions Physical Review B. 97 |
Kachru S, Mulligan M, Torroba G, et al. (2017) Nonsupersymmetric Dualities from Mirror Symmetry. Physical Review Letters. 118: 011602 |
Goldman H, Mulligan M, Raghu S, et al. (2017) Two-dimensional conductors with interactions and disorder from particle-vortex duality Physical Review B. 96 |
Cheung AKC, Raghu S, Mulligan M. (2017) Weiss oscillations and particle-hole symmetry at the half-filled Landau level Physical Review B. 95: 235424 |