Annual review of condensed matter physics
By J. Langer. 2010
2,766 citations recorded by the source corpus.
Subfields: Atomic and Molecular Physics, and Optics, AI for Physical Sciences
How researchers see this paper
The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.
In Atomic and Molecular Physics, and Optics
In AI for Physical Sciences
- A. Kordyuk
- E. Altman
- M. Head‐Gordon
- Tyler Y Takeshita
- Joonho Lee
- K. Birgitta Whaley
- Norm M. Tubman
- Ulrich S. Schwarz
Citations in the corpus
- The jamming transition as a paradigm to understand the loss landscape of deep neural networks (2018, background): “For a broad class of dynamics, this bound must be saturated [41], a scenario referred to as marginal stability which implies that the dynamics proceeds via power-law distributed events (called avalanches) in which the set of constraints change.”
- Physics of adherent cells (2013, background): “These measurements show that cells share many of the features of the viscoelasticity of in vitro, reconstituted networks of biopolymers (Bausch and Kroy, 2006; Chen et al., 2010b).”
- Topological Classification of Crystalline Insulators through Band Structure Combinatorics (2016, neutral): “These include the presence of single protected edge states that circumvent the usual fermion doubling theorem, and the possibility of excitations having fractional charges and statistics [5, 6].”
- Non-Hermitian Topological Phenomena: A Review (2022, background): “, the winding number W ∈ Z of the PBC spectral 5For more details, see a review paper of topological magnons [40].”
- Extended slow dynamical regime close to the many-body localization transition (2015, background): “hallmark of MBL is the absence of thermalization, which can be seen in quantum quench protocols as a violation of initial state independence [1, 39]: some memory of the local initial conditions is preserved even at infinite time, in contrast with the ETH phase where any particular local feature of t”
- Motility-driven glass and jamming transitions in biological tissues (2015, neutral): “Over the past 20 years these phenomena have been unified by “jamming phase diagrams” [13, 14].”
- Diagrammatic approach to nonlinear optical response with application to Weyl semimetals (2018, neutral): “Generically, this model supports four Weyl–anti-Weyl pairs, but we gap out three of them by adding Wilson mass term where we set m = 1 [43].”
- Type-II nodal loops: Theory and material realization (2017, background): “Topological metals and semimetals have become a focus of current physics research [1, 2].”
- A geometrically controlled rigidity transition in a model for confluent 3D tissues (2017, background): “As discussed in Section III C we also predict different scaling laws for the shear modulus: in jammed particulate matter the modulus scales with the square root of the control parameter (the packing fraction) [59], while in the vertex model the modulus scales linearly with the control parameter (the”
- Designing flat bands by strain (2019, background): “This model is previously suggested to be the effective model of the quasi-two-dimensional organic charge transfer salts, which potentially host exotic spin liquid states[28, 29].”
- Frustrated Quantum Rare-Earth Pyrochlores (2018, background): “More speculatively, one may ask whether any of this kind of physics is realizable in transition metal magnets with strong spin-orbit coupling [5, 158].”
- A deterministic alternative to the full configuration interaction quantum Monte Carlo method. (2016, methodology): “Both algorithms provide unique advantages, with DMRG being the definitive method for systems in which one can identify degrees of freedom with low levels of entanglement [10, 11], and FCIQMC showing promise for molecules and extended systems in two”