Critical point of the random-cluster model
- The critical point of the random-cluster model
- The self-dual point of the planar random-cluster model
- First-order transitions of the random-cluster model
- Positivity of the random-cluster critical point
- Free percolation above the random-cluster critical point
- The random-cluster critical point on ℤ² is below one, given a Peierls bound
- The critical point of the planar random-cluster model equals the self-dual point
- No percolation below the q = 2 random-cluster critical point
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