Artykuły udostępnione publicznie: - Michael I WeinsteinWięcej informacji
Dostępne w jakimś miejscu: 27
Honeycomb Schrödinger operators in the strong binding regime
CL Fefferman, JP Lee‐Thorp, MI Weinstein
Communications on Pure and Applied Mathematics 71 (6), 1178-1270, 2018
Upoważnienia: US National Science Foundation
A variational perspective on cloaking by anomalous localized resonance
RV Kohn, J Lu, B Schweizer, MI Weinstein
Communications in Mathematical Physics 328, 1-27, 2014
Upoważnienia: German Research Foundation
Edge states in honeycomb structures
CL Fefferman, JP Lee-Thorp, MI Weinstein
Annals of PDE 2, 1-80, 2016
Upoważnienia: US National Science Foundation
Elliptic operators with honeycomb symmetry: Dirac points, edge states and applications to photonic graphene
JP Lee-Thorp, MI Weinstein, Y Zhu
Archive for Rational Mechanics and Analysis 232, 1-63, 2019
Upoważnienia: US National Science Foundation, National Natural Science Foundation of China
Defect modes for dislocated periodic media
A Drouot, CL Fefferman, MI Weinstein
Communications in Mathematical Physics 377 (3), 1637-1680, 2020
Upoważnienia: US National Science Foundation
Edge states and the valley Hall effect
A Drouot, MI Weinstein
Advances in Mathematics 368, 107142, 2020
Upoważnienia: US National Science Foundation
Landau levels in strained two-dimensional photonic crystals
J Guglielmon, MC Rechtsman, MI Weinstein
Physical Review A 103 (1), 013505, 2021
Upoważnienia: US National Science Foundation, US Department of Defense, Helmholtz Association
Tight-binding reduction and topological equivalence in strong magnetic fields
J Shapiro, MI Weinstein
Advances in Mathematics 403, 108343, 2022
Upoważnienia: US National Science Foundation, Swiss National Science Foundation
Continuum Schroedinger operators for sharply terminated graphene-like structures
CL Fefferman, MI Weinstein
Communications in Mathematical Physics 380 (2), 853-945, 2020
Upoważnienia: US National Science Foundation
Photonic realization of topologically protected bound states in domain-wall waveguide arrays
JP Lee-Thorp, I Vukićević, X Xu, J Yang, CL Fefferman, CW Wong, ...
Physical Review A 93 (3), 033822, 2016
Upoważnienia: US National Science Foundation
Wavepackets in inhomogeneous periodic media: propagation through a one-dimensional band crossing
A Watson, MI Weinstein
Communications in Mathematical Physics 363, 655-698, 2018
Upoważnienia: US National Science Foundation
Lower bound on quantum tunneling for strong magnetic fields
C Fefferman, J Shapiro, MI Weinstein
SIAM Journal on Mathematical Analysis 54 (1), 1105-1130, 2022
Upoważnienia: US National Science Foundation, Swiss National Science Foundation
Discrete solitary waves in systems with nonlocal interactions and the Peierls–Nabarro barrier
M Jenkinson, MI Weinstein
Communications in Mathematical Physics 351, 45-94, 2017
Upoważnienia: US National Science Foundation
Wavepackets in inhomogeneous periodic media: Effective particle-field dynamics and Berry curvature
AB Watson, J Lu, MI Weinstein
Journal of Mathematical Physics 58 (2), 2017
Upoważnienia: US National Science Foundation
Bifurcations of edge states—topologically protected and non-protected—in continuous 2d honeycomb structures
CL Fefferman, JP Lee-Thorp, MI Weinstein
2D Materials 3 (1), 014008, 2016
Upoważnienia: US National Science Foundation
High contrast elliptic operators in honeycomb structures
M Cassier, MI Weinstein
Multiscale Modeling & Simulation 19 (4), 1784-1856, 2021
Upoważnienia: US National Science Foundation
Spectral Band Degeneracies of -Rotationally Invariant Periodic Schrödinger Operators
RT Keller, JL Marzuola, B Osting, MI Weinstein
Multiscale Modeling & Simulation 16 (4), 1684-1731, 2018
Upoważnienia: US National Science Foundation
Effective gaps in continuous Floquet Hamiltonians
A Sagiv, MI Weinstein
SIAM Journal on Mathematical Analysis 54 (1), 986-1021, 2022
Upoważnienia: US National Science Foundation
Dirac operators and domain walls
J Lu, AB Watson, MI Weinstein
SIAM Journal on Mathematical Analysis 52 (2), 1115-1145, 2020
Upoważnienia: US National Science Foundation
Is the continuum SSH model topological?
J Shapiro, MI Weinstein
Journal of Mathematical Physics 63 (11), 2022
Upoważnienia: US National Science Foundation, Swiss National Science Foundation
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