TABLE I.

Critical exponents for the Directed percolation and Ising model universality classes on lattices of $d=2$ and 3 dimensions, compared to the mean-field (MF) prediction. Values are given to the hundredths place; more accurate estimates are available in the cited references.

	Directed percolation [52]			Ising model
	$d=2$	$d=3$	MF	$d=2$[18]	$d=3$[53]	MF
${\nu }_{*}$	0.73	0.58	1/2	1	0.63	1/2
$z_{*}$	1.77	1.89	2	2.17 [54]	2.02 [55]	2
${\eta }_{*}$	−0.41†	−0.17†	0	1/4	0.036	0
${\beta }_{*}$	0.28	0.82	1	1/8	0.33	1/2
${\Delta }_{*}$	1.87†	1.91†	2	15/8	1.56	3/2

^†Derived exponents using the scaling relations ${\beta }^{*}=\frac{{\nu }_{*}}{2}\left(d+{\eta }_{*}\right)$ and ${\Delta }_{*}=\frac{{\nu }_{*}}{2}\left(d+2z_{*}-{\eta }_{*}\right)$ for the directed percolation universality class [51].