e/Percolation critical exponent

Information
has gloss	eng: In probability theory, percolation critical exponents are percolating systems have a parameter p which controls the occupancy of sites on bonds in the system. At a critical value p_c, the mean cluster size goes to infinity and the percolation transition takes place. As one approaches p_c, various quantities either diverge or go to a constant value by a power-law in \|p - p_c\|, and the exponent of that power-law is the critical exponent. While the exponent of that power-law is generally the same on both sides of the threshold, the coefficient of the "amplitude" is generally different, leading to an amplitude ratio.
lexicalization	eng: Percolation critical exponent
instance of	e/Critical phenomena