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Critical Ising on the Square Lattice Mixes in Polynomial Time
Eyal Lubetzky,
Allan Sly
Research output
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Contribution to journal
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Article
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peer-review
43
Scopus citations
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Dive into the research topics of 'Critical Ising on the Square Lattice Mixes in Polynomial Time'. Together they form a unique fingerprint.
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Mathematics
Ising
100%
Square Lattice
93%
Ising Model
91%
Polynomial time
63%
Polynomial
31%
Glauber Dynamics
28%
Critical Behavior
26%
Spin Systems
26%
Criticality
23%
Stochastic Dynamics
23%
Statistical Physics
23%
Scaling Limit
22%
Spectral Gap
22%
Periodic Boundary Conditions
21%
Dynamic Model
21%
Phase Transition
20%
Markov chain
16%
Open Problems
15%
Upper bound
12%
Series
12%
Invariant
11%
Arbitrary
10%
Model
6%
Physics & Astronomy
Ising model
79%
polynomials
70%
static models
27%
harnesses
27%
Markov chains
24%
dynamic models
20%
boxes
18%
sampling
16%
boundary conditions
14%
scaling
13%
physics
12%
geometry
11%