Table 1 The critical exponents of graphene related to the two-body charge density distribution function with their definitions.
Exponent | Definition | Closest fractional amount |
|---|---|---|
a G | \({G}_{x}(R)\propto {a}_{G}\,\mathrm{log}(R)\) | \(\tfrac{1}{3}\) |
τ G | \({G}_{x}({R}_{{\rm{\max }}})\propto {\zeta }^{-{\tau }_{G}}\) | \(\tfrac{7}{2}\) |
τ R | \({R}_{{\rm{\max }}}\propto {\zeta }^{-{\tau }_{R}}\) | 2 |
τ δ | \(\delta \propto {\zeta }^{-{\tau }_{\delta }}\) | τG/2 |
\({\tau }_{\tilde{G}}\) | \({\alpha }^{2}\tilde{G}(q=0)\propto {\zeta }^{-{\tau }_{\tilde{G}}}\) | \(\tfrac{9}{2}\) |
τ q | \({\alpha }^{-1}{q}_{0}\propto {\zeta }^{{\tau }_{q}}\) | \(\tfrac{1}{2}\) |
γ δ, R | \(\delta \propto {R}_{{\rm{\max }}}^{{\gamma }_{\delta ,R}}\) | \(\tfrac{1}{2}\) |
