Results 281 to 290 of about 24,146,027 (328)
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Advances in Applied Probability, 1978
Ising lattices model spatial interaction among binary variables, and consequently, are relevant to many scientific disciplines. They are intuitively appealing models because their conditional distributions are given locally (they are Markov fields). On the other hand, their marginal distributions (even for pairs of sites, let alone triples, etc.) are ...
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Ising lattices model spatial interaction among binary variables, and consequently, are relevant to many scientific disciplines. They are intuitively appealing models because their conditional distributions are given locally (they are Markov fields). On the other hand, their marginal distributions (even for pairs of sites, let alone triples, etc.) are ...
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Inference: International Review of Science, 2018
In the last 75 years, physicists have solved the 2D Ising model of ferromagnetism in numerous ways. The solutions may be combinatorial, algebraic, or analytic—but all come to the same result.
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In the last 75 years, physicists have solved the 2D Ising model of ferromagnetism in numerous ways. The solutions may be combinatorial, algebraic, or analytic—but all come to the same result.
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1998
Abstract Statistical mechanics aims to study the global properties of classical or quantum systems, which may have a large number of building blocks and interactions, through a small number of global concepts such as volume, temperature, equilibrium states, critical exponents.
David E Evans, Yasuyuki Kawahigashi
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Abstract Statistical mechanics aims to study the global properties of classical or quantum systems, which may have a large number of building blocks and interactions, through a small number of global concepts such as volume, temperature, equilibrium states, critical exponents.
David E Evans, Yasuyuki Kawahigashi
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A New Proof of the Sharpness of the Phase Transition for Bernoulli Percolation and the Ising Model
Communications in Mathematical Physics, 2015We provide a new proof of the sharpness of the phase transition for Bernoulli percolation and the Ising model. The proof applies to infinite-range models on arbitrary locally finite transitive infinite graphs.
H. Duminil-Copin, V. Tassion
semanticscholar +1 more source
SIGGRAPH Asia 2018 Art Gallery, 2018
Blinkand "Polyptelic" are software generated animations that consist of a matrix of cells that transition between 2 states, taking stock of their neighbors' actions. The process goes back and forth between states of stability where all cells try to be like their neighbors, and states of transition where the cells know their neighbors' state but cant ...
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Blinkand "Polyptelic" are software generated animations that consist of a matrix of cells that transition between 2 states, taking stock of their neighbors' actions. The process goes back and forth between states of stability where all cells try to be like their neighbors, and states of transition where the cells know their neighbors' state but cant ...
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ising model and two-layer Ising model
Physica A: Statistical Mechanics and its Applications, 1996Tsuyoshi Horiguchi +2 more
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Interpreting the Ising Model: The Input Matters
Multivariate Behavioral Research, 2021Jonas M B Haslbeck +2 more
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