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1Ising model on the Apollonian network with node-dependent interactions
R. Andrade, J. Jr., and H. Herrmann. PHYSICAL REVIEW E, (2009)
3 years ago by @ppgfis_ufc_br
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{complex
networks;
susceptibility;
transitions;
magnetisation;
model;
Ising
properties}
magnetic
thermodynamic
{complexnetworks;susceptibility;transitions;magnetisation;model;Isingproperties}magneticthermodynamic
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1Impurity modes in the one-dimensional XXZ Heisenberg model
J. Sousa, R. Leite, R. Landim, and R. Filho. PHYSICA B-CONDENSED MATTER, (2014)
3 years ago by @ppgfis_ufc_br
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Impurities
Spin
modes}
{XXZ
model;
wave;
Ising
function;
ferromagnet;
Green's
ImpuritiesSpinmodes}{XXZmodel;wave;Isingfunction;ferromagnet;Green's
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1Green's functions theory for an interstitial magnetic impurity in a transverse Ising ferromagnet
M. Freire, R. Filho, and R. Leite. INTERNATIONAL JOURNAL OF MODERN PHYSICS C, (2017)
3 years ago by @ppgfis_ufc_br
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ferromagnets;
{Green's
model-transverse;
impurity
spin
nodes}
magnets;
Ising
function;
ferromagnets;{Green'smodel-transverse;impurityspinnodes}magnets;Isingfunction;
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1Potts model with q=3 and 4 states on directed small-world network
P. da Silva, F. Lima, and R. Filho. COMPUTER PHYSICS COMMUNICATIONS, 184 (12): 2746-2750 (2013)
3 years ago by @ppgfis_ufc_br
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Networks;
simulation;
Spins;
{Monte
Potts
model}
model;
Carlo
Ising
Networks;simulation;Spins;{MontePottsmodel}model;CarloIsing
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2Critical behavior of the 3D Ising model on a poissonian random lattice
F. Lima, U. Costa, and R. Filho. PHYSICA A-STATISTICAL MECHANICS AND ITS APPLICATIONS, 387 (7): 1545-1550 (2008)
3 years ago by @ppgfis_ufc_br
show all tags
random
lattices;
critical
exponents}
{ferromagnetic
model;
Carlo
Ising
Monte
methods;
randomlattices;criticalexponents}{ferromagneticmodel;CarloIsingMontemethods;
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1Quantum simulation of the transverse Ising model with trapped ions
K. Kim, S. Korenblit, R. Islam, E. Edwards, M. Chang, C. Noh, H. Carmichael, G. Lin, L. Duan, C. Wang and 2 other author(s). New Journal of Physics, 13 (10): 105003+ (Oct 1, 2011)
11 years ago by @jaspervh
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ising
experiment,
isingexperiment,
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1Dynamical quantum correlations of Ising models on an arbitrary lattice and their resilience to decoherence
M. Foss-Feig, K. Hazzard, J. Bollinger, A. Rey, and C. Clark. (Jun 2, 2013)
11 years ago by @jaspervh
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ising
ising
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2Quantum annealing with manufactured spins
M. Johnson, M. Amin, S. Gildert, T. Lanting, F. Hamze, N. Dickson, R. Harris, A. Berkley, J. Johansson, P. Bunyk and 16 other author(s). Nature, 473 (7346): 194--198 (May 12, 2011)
11 years ago by @jaspervh
show all tags
ising
ising
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2Observation of dipolar spin-exchange interactions with lattice-confined polar molecules
B. Yan, S. Moses, B. Gadway, J. Covey, K. Hazzard, A. Rey, D. Jin, and J. Ye. Nature, 501 (7468): 521--525 (Sep 26, 2013)
11 years ago by @jaspervh
show all tags
ising
experiment,
isingexperiment,
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1Markow Random fields and their applications
R. Kindermann, and J. Snell. Americane Mathematical Society, (2000)
13 years ago by @procomun
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random
Markov
dynamics
probability
fields,
model,
Ising
theory
randomMarkovdynamicsprobabilityfields,model,Isingtheory
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1On the metastable autocorrelation and susceptibility of Markovian systems
G. Báez, and R. Méndez-Sánchez. Physica A: Statistical Mechanics and its Applications, 372 (2): 362--367 (Dec 15, 2006)
17 years ago by @smicha
show all tags
model
Ising
modelIsing
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1Thermodynamics of an alternate sigma=1 and Ising chain mapped onto an effective BEG model
E. Fireman, J. Cressoni, and R. dos Santos. Physica A: Statistical Mechanics and its Applications, 329 (1-2): 147--160 (Nov 1, 2003)
17 years ago by @smicha
show all tags
model
Ising
modelIsing
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2Critical behavior of the 3D Ising model on a poissonian random lattice
F. Lima, U. Costa, and R. Filho. Physica A: Statistical Mechanics and its Applications, 387 (7): 1545--1550 (Mar 1, 2008)
17 years ago by @smicha
show all tags
model
Ferromagnetic
Ising
modelFerromagneticIsing
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1Criticality condition of the fully anisotropic Ising model with next-nearest neighbour interaction
R. Schumann, and S. Kobe. Physica A: Statistical Mechanics and its Applications, 386 (1): 187--193 (Dec 1, 2007)
17 years ago by @smicha
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Anisotropic
model
Ising
AnisotropicmodelIsing
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1Quasi-static properties of Markovian systems in metastable state: Fluctuation-dissipation theorem
G. Báez, and R. Méndez-Sánchez. Physica A: Statistical Mechanics and its Applications, 379 (2): 357--371 (Jun 15, 2007)
17 years ago by @smicha
show all tags
model
Ising
modelIsing
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1Investigation of critical properties in the two-dimensional site-diluted Ising ferromagnet
U. Fulco, F. Nobre, L. da Silva, and L. Lucena. Physica A: Statistical Mechanics and its Applications, 297 (1-2): 131--141 (Aug 1, 2001)
17 years ago by @smicha
show all tags
model
Ising
modelIsing
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1Critical behavior of the Ising model on a hierarchical lattice with aperiodic interactions
S. Pinho, T. Haddad, and S. Salinas. Physica A: Statistical and Theoretical Physics, 257 (1-4): 515--520 (Aug 15, 1998)
17 years ago by @smicha
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model
Ising
modelIsing
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1Are the critical exponents in an Ising fluid Fisher-renormalized?
W. Fenz, R. Folk, I. Mryglod, and I. Omelyan. Abstract Book of the XXIII IUPAP International Conference on Statistical Physics, Genova, Italy, (9-13 July 2007)
18 years ago by @statphys23
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finite-size
statphys23
scaling
fisher-renormalization
montecarlo
fluid
ising
topic-2
finite-sizestatphys23scalingfisher-renormalizationmontecarlofluidisingtopic-2
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1On the inverse Ising problem: application to neural networks data
S. Cocco, S. Leibler, and R. Monasson. Abstract Book of the XXIII IUPAP International Conference on Statistical Physics, Genova, Italy, (9-13 July 2007)
18 years ago by @statphys23
show all tags
statphys23
problem
neural
diagramatic
ising
topic-10
networks
inverse
expansion
statphys23problemneuraldiagramaticisingtopic-10networksinverseexpansion
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