Ising-type model for occupancy disorder
An Ising model for earthquake dynamics
... a type of general- ized phase transition, similar to the nucleation and critical phenomena that are observed in thermal and magnetic sys- tems (Rundle et ...
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Bond diluted Ising model in 2D
... diluted Ising model is studied by Monte Carlo ...this model for different disorder degree parameter ...the disorder parameter σ increases ...
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The Fate of Ernst Ising and the Fate of his Model
... favors disorder in the 1D case against macro- scopic ...Curie–Weiss model it was known that taking into account the interaction of all the spins by an effec- tive field a phase transition came about even in ...
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Bootstrapping mixed correlators in the 3D Ising model
... There are several directions for future research. First, given the vital role that semidef- inite constraints play in general formulations of the conformal bootstrap, it is important to find and implement improved ...
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Bootstrapping mixed correlators in the 3D Ising model
... There are several directions for future research. First, given the vital role that semidef- inite constraints play in general formulations of the conformal bootstrap, it is important to find and implement improved ...
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Spectral analysis of a stochastic Ising model in continuum
... Let us note, that the presence of many components in the model permits to consider another action of the dynamics, namely, a change of the component type. However, this action has no a natural description ...
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Bootstrapping mixed correlators in the 3D Ising model
... this type were first developed for 2D (Virasoro) conformal blocks by Alyosha Zamolodchikov [ 33 , 34 ], and a generalization for global conformal blocks with identical external scalars in general spacetime ...
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Exact Ising model simulation on a quantum computer
... the Ising model [17]: the main difference respect to the work proposed in that paper is we have access to the whole energy spectrum, which allows us to simulate time and temperature evolution as ...an ...
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Deep Learning the Ising Model Near Criticality
... It is well established that neural networks with deep architectures perform better than shallow networks for many tasks in machine learning. In statistical physics, while there has been recent interest in representing ...
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Field tuned order by disorder in frustrated Ising magnets with antiferromagnetic interactions
... We now go one step further and we reduce the low- T effective model to a 1D one. As mentioned, the β chains are perfectly ordered for k B T=jJj ≪ 1 . We define a macro β spin σ ¼ þ1 ( −1 ) according to the ...
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Phase transitions, order by disorder, and finite entropy in the Ising antiferromagnetic bilayer honeycomb lattice
... We show the J x /J p vs J 1 /J p T = 0 phase diagram of the model for the case of zero magnetic field in the upper-left panel of Fig. 2. Interesting features appear on the specific line J x = J 1 < J p /3 where ...
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Annealed central limit theorems for the Ising model on random graphs
... annealed disorder is usually considered to be easier to deal with mathematically, since the average on the disorder and the thermal average are treated on the same ...the Ising model gives ...
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Annealed limit theorems for the ising model on random regular graphs
... Potts’ model where the spin of vertex may take q values with q ≥ 3, and the Hamiltonian is proportional to the number of agreeing ...this model, but it would require much ...1 type as in the ...
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Ising Graphical Model
... The mapping to the Pfaffian is constructed in two steps: first the Ising partition function on G is mapped to a weighted sum over even subgraphs in some relevant graph G0 , then the weig[r] ...
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Tricritical Ising Model with a Boundary
... The Abdus Salam International Centre for Theoretical Physics Strada Costiera 11, 34100 Trieste, Italy Abstract We study the integrable and supersymmetric massive ˆ φ (1,3) deformation of the tricritical Ising ...
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Phase Transitions in the Ising Model
... HISTORY Ising abandoned this model soon after he discovered that the one dimensional model did not display phase transitions, as he assumed that this result would carry into higher ...the ...
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Topological dualities in the Ising model
... 2 , spanned by the two vacua living over the trivial sector, while at high temperature it is the dual object, with a copy of the trivial representation in each sector. 1.15 Non-abelian Ising model. It is ...
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Tricritical Ising Model with a Boundary
... The Abdus Salam International Centre for Theoretical Physics Strada Costiera 11, 34100 Trieste, Italy Abstract We study the integrable and supersymmetric massive ˆ φ (1,3) deformation of the tricritical Ising ...
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A sparse ising model with covariates
... fitting Ising models to multivariate binary data in order to understand the conditional dependency relationships between the ...dependent Ising model to study both the conditional dependency within ...
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Structure-Function Relationship of the Brain: A comparison between the 2D Classical Ising model and the Generalized Ising model
... each model provide an overall insight into the data. As the classical Ising model is a more general model and does not have any spatial correspon- dence with the human brain, this model ...
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