Moessner's research interests range widely in theoretical condensed matter physics. With Claudio Castelnovo and
Shivaji L. Sondhi, Roderich Moessner is known for the theoretical proposition of realizing
magnetic monopoles as emergent quasiparticles within a condensed matter system known as
spin ice. Other notable results include the theoretical prediction of charge-density wave phases in
quantum Hall physics, the identification and theory of a classical
spin liquid on the pyrochlore lattice (both with J. T. Chalker); the theoretical discovery of the resonating valence bond liquid phase in the
triangular lattice quantum dimer model (with S. L. Sondhi); and the proposal of a new type of spatiotemporal order, the
πι-spin glass, now known as discrete
time crystal (with
V. Khemani, A. Lazarides and S. L. Sondhi), with experimental follow-up work on Google's Sycamore
quantum computing platform. He has engaged extensively in experimental collaborations, e.g., on the dynamics of quantum spin liquids or the observation of magnetic monopoles in the material Dy2Ti2O7. An overview of Roderich Moessner's research articles has been published on his webpage. Most are freely available in preprint form on the
arxiv. Furthermore, together with Joel E. Moore of the
University of California, Berkeley, Moessner has published a book on "Topological Phases of Matter", a textbook for use of advanced undergraduates, graduate students, or active researchers. He has also co-edited the lecture notes on topological condensed matter physics of a
Les Houches summer school 2014. == Scholarships, prizes, and distinctions ==