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We report the critical point for site percolation for the "explosive" typefor 2D square lattices using Monte Carlo simulations and compare it to theclassical well known percolation. We use similar algorithms as have beenrecently reported for bond percolation and networks. We calculate the"explosive" site percolation threshold as $p_c=0.695$ and we find evidence that"explosive" site percolation surprisingly may belong to a differentuniversality class than bond percolation on lattices, providing that thetransitions (a) are continuous and (b) obey the conventional finite sizescaling forms. We do not attempt to determine the order of the explosivetransition. Finally, we study and compare the direct and reverse processes,showing that while the reverse process is different from the direct process forfinite size systems, the two cases become equivalent in the thermodynamic limitof large $L$.

Explosive site percolation and finite size hysteresis