I am an Assistant Professor of Physics at Emory University. My group investigates a broad range of topics in topological quantum matter — phases of matter at low temperatures that exhibit remarkable collective and robust properties. For example, these phases give rise to unconventional states characterized by nonreciprocal dynamics or the potential to store quantum information in inherently stable ways.
Remarkably, some of the features of topological phases can be engineered in synthetic photonic or acoustic crystals. We collaborate closely with experimental groups to explore these analogs of topological matter—both to harness their unique functionalities and to realize proof-of-concept demonstrations of topological phenomena before they are observed in natural systems.
I obtained my Ph.D in Physics from the University of Illinois at Urbana-Champaign in 2018.
Assistant Professor of Physics, 2022-now
Emory University, USA
Moore Postdoctoral Fellow, 2021-2022
Princeton University, USA
Eberly Postdoctoral Fellow, 2018-2021
Pennsylvania State University, USA
The proposal of higher-order topological insulators has helped shape a new research direction within topological phases of matter. This work was highlighted in Topological Insulators Turn a Corner (APS Physics). Experimental realizations of these phases across photonic, mechanical, and electrical platforms drew wide attention, with commentary in journals such as Waves Cornered (Nature), Topology Reaches Higher Spheres (Nature Physics), and Topological Lattices Lit at the Corners (Nature Photonics). More recently, the extension of these phases to atomic-scale systems using STM was featured in Protected Corners (Nature Materials).
(Links to my complete list of publications in Google Scholar and the arXiv).
Wang Y, Benalcazar WA
Phys. Rev. B 111 (20), 205123, 2025
Journal |
arXiv
Vaidya S, Rechtsman MC, Benalcazar WA
Phys. Rev. Lett. 132 (11), 116602, 2024
Journal |
arXiv
Vaidya S, Ghorashi A, Christensen T, Rechtsman MC, Benalcazar WA
Phys. Rev. B 108 (8), 085116, 2023
Journal |
arXiv
Benalcazar WA, Cerjan A
Phys. Rev. Lett. 128 (12), 127601, 2022
Journal |
arXiv
Benalcazar WA, Cerjan A
Phys. Rev. B 101, 161116, 2020
Journal |
arXiv
Benalcazar WA, Li T, Hughes TL
Phys. Rev. B 99 (24), 245151, 2019
Selected as Editors’ suggestion
Journal |
arXiv
Benalcazar WA, Bernevig BA, and Hughes TL
Phys. Rev. B 96, 245115, 2017
Selected as Editors’ suggestion and featured in a Viewpoint
Also, selected as a 50th Anniversary Milestone Paper by Phys. Rev. B.
Journal |
arXiv
Benalcazar WA, Bernevig BA, and Hughes TL
Science 357 (6346), 61-66, 2017
Journal |
arXiv
Benalcazar WA, Teo JY, and Hughes TL
Phys. Rev. B 89 (22), 224503, 2014
Journal |
arXiv
Pedro Fittipaldi de Castro
PhD candidate in Physics
Aether Zhou
(co-advised with Luiz Santos)
PhD student in Physics
Haylen Gerhard
PhD candidate in Physics
I have developed and instructed four courses in the Department of Physics at Emory University:
This is the second part of a two-semester introductory physics sequence for undergraduates. The course covers the fundamentals of electricity, magnetism, optics, and special relativity.
This advanced undergraduate course provides a comprehensive introduction to thermal and statistical physics. It begins with principles of counting and probability, leading to the Boltzmann distribution and the partition function. Key thermodynamic concepts such as entropy, heat, temperature, and chemical potential are introduced, culminating in the grand canonical ensemble and the derivation of Fermi-Dirac and Bose-Einstein statistics. The course concludes with discussions on Debye theory, Planck’s radiation law, and Bose-Einstein condensation. It uses paradigmatic examples such as the ideal gas and the Ising model.
This is a core graduate-level course that introduces the foundations of quantum mechanics. Topics include the mathematical structure of Hilbert spaces, quantum states and operators, time evolution, symmetries, angular momentum and spin, and standard approximation methods for quantum systems.
This advanced graduate seminar, which I have taught twice, presents a systematic introduction to the theory of topological phases of matter. It explores one-, two-, and three-dimensional topological systems through key conceptual frameworks and model Hamiltonians.