“…Dreiner and Ross [8] have shown that, for a second or weakly first order EWPT, inclusion of the particle masses while analyzing the chemical equilibrium equations for T < T EW gives B ∼ 10 −7 ∆L for (B − L) initial = 0, where ∆L is the initial lepton generations' asymmetry ∆L = i>j (L i − L j ) and it is expected to be of the same order of magnitude as the initial lepton number. While Davidson et al [9] show that the inclusion of thermal mass effects for T > ∼ T EW also gives B ∼ 10 −7 ∆L at T ∼ T EW . Thus, irrespective of the order (first, second or weakly first) of EWPT a non-zero, though severly diluted, value of B should survive today if initially, at T >> T EW , B − L had been zero.…”