History of Critical exponents of the two-dimensional universality classes

 Display properties:   number-header: value-Numbers: []+Numbers:+- params:+    class: ising+    exponent: alpha+  number: '0'+  comment: The specific heat diverges logarithmically, $C\propto-\ln|t|$ CITE{Onsager}.+- params:+    class: ising+    exponent: beta+  number: 1/8+- params:+    class: ising+    exponent: gamma+  number: 7/4+- params:+    class: ising+    exponent: delta+  number: '15'+- params:+    class: ising+    exponent: nu+  number: '1'+- params:+    class: ising+    exponent: eta+  number: 1/4+- params:+    class: potts3+    exponent: alpha+  number: 1/3+- params:+    class: potts3+    exponent: beta+  number: 1/9+- params:+    class: potts3+    exponent: gamma+  number: 13/9+- params:+    class: potts3+    exponent: delta+  number: '14'+- params:+    class: potts3+    exponent: nu+  number: 5/6+- params:+    class: potts3+    exponent: eta+  number: 4/15+- params:+    class: potts4+    exponent: alpha+  number: 2/3+  comment: With multiplicative logarithmic corrections, as every 4-state Potts exponent+    CITE{SalasSokal}.+- params:+    class: potts4+    exponent: beta+  number: 1/12+- params:+    class: potts4+    exponent: gamma+  number: 7/6+- params:+    class: potts4+    exponent: delta+  number: '15'+- params:+    class: potts4+    exponent: nu+  number: 2/3+- params:+    class: potts4+    exponent: eta+  number: 1/4+- params:+    class: percolation+    exponent: alpha+  number: -2/3+  comment: The existence of $\alpha$ is open; the value follows from $\nu=\frac43$+    by $2-\alpha=2\nu$ CITE{SmirnovWerner}.+- params:+    class: percolation+    exponent: beta+  number: 5/36+- params:+    class: percolation+    exponent: gamma+  number: 43/18+- params:+    class: percolation+    exponent: delta+  number: 91/5+- params:+    class: percolation+    exponent: nu+  number: 4/3+- params:+    class: percolation+    exponent: eta+  number: 5/24+- params:+    class: percolation+    exponent: sigma+  number: 36/91+- params:+    class: percolation+    exponent: tau+  number: 187/91+- params:+    class: percolation+    exponent: df+  number: 91/48+  comment: $d_f=2-\frac{5}{48}$, the fractal dimension of the incipient infinite cluster;+    $\frac{5}{48}$ is the one-arm exponent CITE{LSW}.+- params:+    class: saw+    exponent: alpha+  number: 1/2+- params:+    class: saw+    exponent: beta+  number: 5/64+- params:+    class: saw+    exponent: gamma+  number: 43/32+- params:+    class: saw+    exponent: delta+  number: 91/5+- params:+    class: saw+    exponent: nu+  number: 3/4+- params:+    class: saw+    exponent: eta+  number: 5/24+- params:+    class: saw+    exponent: df+  number: 4/3+  comment: $d_f=\frac1\nu$, the fractal dimension of the walk and of the trace of+    $\mathrm{SLE}_{8/3}$ CITE{LSW2004} CITE{Beffara}.