THE PINNING OF AN INTERFACE BY A PLANAR DEFECT by Chalker, J

“…The behaviour of a domain wall is examined in a three-dimensional Ising model which has weaker exchange interactions near the surface than in the bulk. …”

THE PINNING OF A DOMAIN-WALL BY WEAKENED BONDS IN 2 DIMENSIONS by Chalker, J

“…The pinning of a domain wall by a row of weakened bonds is studied in the solid-on-solid limit of the two-dimensional Ising model. If the weakened bonds lie near the edge of the system the domain wall has a roughening transition, but if they lie in the bulk, then they localise the domain wall at all temperatures. …”

Theoretical study of two prediction-centric problems : graphical model learning and recommendations by Karzand, Mina

Get full text

Solution of sign and complex action problems with cluster algorithms by Cox, Jürgen, 1970-

Get full text

Grassmann techniques applied to classical spin systems by M. Clusel, J.-Y. Fortin

“…This contributes to a better understanding of critical behavior of these models in term of non-quadratic effective actions which can be seen as an extension of the free fermion Ising model. Within this method, identification of bare masses allows for an accurate estimation of critical points or lines and which is supported by Monte-Carlo results and diagrammatic techniques.…”
Get full text

Algebraic approach to form factors in the complex sinh-Gordon theory by Michael Lashkevich, Yaroslav Pugai

“…In the case of exponential fields the form factors can be obtained from the known form factors of the ZN-symmetric Ising model. The algebraic construction also provides an Ansatz for form factors of descendant operators. …”
Get full text

Ising Cosmology by Nikos Irges, Antonis Kalogirou, Fotis Koutroulis

“…Abstract Using arguments from holography we propose that the deviation of the cosmological spectral index $$n_S$$ n S of scalar fluctuations from unity may be controlled almost entirely by the critical exponent $$\eta $$ η of the $$d=3$$ d = 3 Ising model.…”
Get full text

Emergent thermodynamics in a quenched quantum many-body system. by Dorner, R, Goold, J, Cormick, C, Paternostro, M, Vedral, V

“…We demonstrate our ideas by considering a transverse quantum Ising model that is taken out of equilibrium by an instantaneous change of the transverse field.…”

Algorithms for #BIS-hard problems on expander graphs by Jenssen, M, Keevash, P, Perkins, W

“…The results apply, for example, to random (bipartite) Δ-regular graphs, for which no efficient algorithms were known for these problems (with the exception of the Ising model) in the non-uniqueness regime of the infinite Δ-regular tree.…”

Boundary conformal fields and Tomita--Takesaki theory by Hannabuss, K, Semplice, M

“…Motivated by formal similarities between the continuum limit of the Ising model and the Unruh effect, this paper connects the notion of an Ishibashi state in boundary conformal field theory with the Tomita--Takesaki theory for operator algebras. …”

Conformal bootstrap with slightly broken higher spin symmetry by Alday, L, Zhiboedov, A

“…In particular we make a prediction for the anomalous dimensions of higher spin currents in the 3d Ising model.…”

Toward the Implementation of a Quantum RBM by Denil, M, de Freitas, N

“…It turns out that Boltzmann Machines are ideal candidates for implementation on a quantum computer, due to their close relationship to the Ising model from statistical physics. In this paper we describe how to use quantum hardware to train Boltzmann Machines with connections between latent units. …”

Demon in the Machine: Learning to Extract Work and Absorb Entropy from Fluctuating Nanosystems by Stephen Whitelam

“…These protocols convert the information obtained by the feedback process into heat or work, allowing the extraction of work from a colloidal particle pulled by an optical trap and the absorption of entropy by an Ising model undergoing magnetization reversal. The learning framework requires no prior knowledge of the system, depends only upon measurements that are accessible experimentally, and scales to systems of considerable complexity. …”
Get full text

3D Ising CFT and exact diagonalization on icosahedron: The power of conformal perturbation theory by Bing-Xin Lao, Slava Rychkov

“…We consider the transverse field Ising model in (2+1)D, putting 12 spins at the vertices of the regular icosahedron. …”
Get full text

Spontaneous magnetization in the plane by Nicholls, G

“…We measure the critical exponents of this off-lattice model and find they are consistent with those of the Ising model in two dimensions.…”

Quantum phase transition in the one-dimensional extended Peierls-Hubbard model by Benthien, H, Essler, F, Grage, A

“…This phase transition is in the universality class of the two-dimensional Ising model. © 2006 The American Physical Society.…”

Effect of Substrate on One-Dimensional Multiferroic Properties by Ivan Maltsev, Igor Bychkov

“…We used a one-dimensional axial next-nearest neighbor Ising model (1D ANNNI model). The effect of the substrate was modeled using the periodic Frenkel–Kontorova potential. …”
Get full text

Nano-Ising by Cristiano Nisoli

“…The impact of the Ising model on the development of so many diverse branches of theoretical physics can hardly be overstated. …”
Get full text

Fisher zeros and persistent temporal oscillations in nonunitary quantum circuits by Sankhya Basu, Daniel P. Arovas, Sarang Gopalakrishnan, Chris A. Hooley, Vadim Oganesyan

“…We demonstrate that the phases of our quantum circuit, including the inherently nonequilibrium dynamical ones, correspond to complex-temperature equilibrium phases of the exactly solvable square-lattice anisotropic Ising model.…”
Get full text

Kibble-Zurek scaling in quantum speed limits for shortcuts to adiabaticity by Ricardo Puebla, Sebastian Deffner, Steve Campbell

“…Our findings are demonstrated for three scenarios, namely the transverse field Ising model, the Landau-Zener model, and the Lipkin-Meshkov-Glick model.…”
Get full text