ising model
Bi-partite Entanglement Entropy in Massive QFT with a Boundary: the Ising Model
... related to a uniform magnetic field h affecting the boundary Ising spins. We study the entangle- ment entropy between a region A that extends from the boundary to a distance r, and the rest. For κ ≤ 0, we obtain ...
40
Generalized Langevin equation formulation for anomalous diffusion in the Ising model at the critical temperature
... the Ising model on a square lattice at the critical temperature, undergoing Monte Carlo spin- flip ...this model exhibits anomalous diffusion was reported by one of us in ...(2D) Ising ...
11
Why are there so many solutions to the two-dimensional Ising model?
... concern) is not mentioned. As far as I can tell, the mathematicians have not much ventured to so concrete a case as the Ising model, with one exception. Langlands has been concerned with the renormalization ...
8
Green's Function Theory for Ising Model in Transverse field for Arbitrary Spin
... Now we will show results for the spin-3/2 and spin-2 for the transverse Ising model. In Fig.1 and Fig.2 are presented the phase diagrams in the space for the honeycomd z = 3, square z = 4 and simple cubic ...
7
On bimodal size distribution of spin clusters in the onedimensional Ising model
... one-dimensional Ising model in terms of the geometrical clusters composed of the neighbouring spins of the same ...one-dimensional Ising model has a bimodal size distribution of clusters for β ...
8
Random spin-1 Ising model on a Bethe lattice
... patrick model for infinite-range Ising spin glasses, with spin and the inclusion of a crystalline anisotropy, been shown to display continuous and first-order transitions, with a tricritical To make contact ...
9
Two dimensional Ising model with Einstein site phonons
... two-dimensional Ising model is probably the sim- plest magnetic model to show a non-trivial phase transi- tion, and is among the most studied ...2D-Ising model under Einstein ...
9
Corner transfer matrices of the Ising model in statistical mechanics
... We outline below the variational approach for the square lattice models developed by Baxter (1978). We restrict the derivation to the Ising model with nearest- neighbour interactions only. However, it can ...
211
Transverse Magnetic Field Coupling Effects on the Topology of Phase Diagrams of 2-D Ising Model
... The response behavior of the topology of various phase diagrams corresponding to different physico- chemical systems has been studied. Our study relies on using the 2-D transverse field ising model and ...
5
Phase transitions of Integrated Information in the Generalized Ising Model of the Brain
... the Ising model (Oizumi et ...the model as a func- tion of the temperature T and for different connectivity ...the Ising model is capable of generating high Φ, only at criticality is Φ ...
97
The applications of Ising Model in statistical thermodynamics and quantum mechanics - A review -
... number and can either be positive or negative, then we have what is called a spin glass. For simplicity we will set Jij = J > 0 and study the ferromagnetic Ising model. The last term represents the ...
9
Reflection Scattering Matrix of the Ising Model in a Random Boundary Magnetic Field
... Note that the above minimal solution does not contain any free parameters. Apart from possible CDD factors, this seems to be a general property of the system of equations (2.3) and (2.4) for generic n. For n = 2, ...
38
Sparse Estimation in Ising Model via Penalized Monte Carlo Methods
... a model selection problem in high-dimensional binary Markov random ...the Ising model in studying systems of complex interactions has been confirmed in many ...this model is the intractable ...
26
Applications of Combinatorial Analysis to the Calculation of the Partition Function of the Ising Model
... U /mlin/1 School/123 Paper by myself/00 Graduation Thesis/Ming Shr's Thesis/Template3 dvi Applications of Combinatorial Analysis to the Calculation of the Partition Function of the Ising Model Thesis[.] ...
66
Automatic Detection of Eye Blinking Using the Generalized Ising Model
... generalized Ising model as a pattern recognition has been performed using a home made MATLAB program developed by a previous code by Tushar ...generalized Ising Model Algorithm will converge ...
65
Structure-Function Relationship of the Brain: A comparison between the 2D Classical Ising model and the Generalized Ising model
... classical Ising model acquires the maximum possible degree at the critical temper- ature, or at T ∗ with zero threshold, the generalized Ising model and the empirical network do not achieve ...
83
Secondary Phase Transition of Ising Model
... analogous to a quantum-harmonic oscillator’s. For a harmonic oscillator system ω is unique; for an Ising model, however, it is only an element of a set of frequencies. This means that there is an ...
6
Bond diluted Ising model in 2D
... The purpose of this paper is to report preliminary results of Monte Carlo simulations of the thermal and magnetic properties of the 2D bond diluted Ising model as done by [2] using a di ff erent approach. ...
5
Magnetic Properties and Phase Transitions in a Spin-1 Random Transverse Ising Model on Simple Cubic Lattice
... Ω − plane for various values of p in the case of the simple cubic (z=6) lattice. From this figure we can see that the effect of a random transverse Ising model. Namely, the critical temperature gradually ...
6
Using the Schramm-Loewner evolution to explain certain non-local observables in the 2d critical Ising model
... S. Smirnov (2007) The Schramm-Loewner evolution (SLE) is a one-parameter family of random growth pro- cesses in two dimensions introduced by O. Schramm [21] while considering possible scaling limits of loop-erased random ...
17