Funnel-like landscapes are widely used to visualize protein folding. It mig
ht seem that any funnel-like energy landscape helps to avoid the 'Levinthal
paradox', i.e. to avoid sampling the impossibly large number of conformati
ons for a folding protein. This cunning suggestion, reinforced by beautiful
drawings of the energy funnels, stimulated some simple models of protein f
olding; one of them [D.J. Bicout and A. Szabo (2000) Protein Sci., 9, 452-4
65] is especially straightforward and instructive. A thorough analysis of t
his strict funnel model (which does not consider a nucleation of phase sepa
ration in the course of folding) shows that it cannot provide a simultaneou
s explanation for both major features observed for protein folding: (i) fol
ding within non-astronomical time, and (ii) co-existence of the native and
the unfolded states during the folding process. On the contrary, the nuclea
tion mechanism of protein folding can account for both these major features
simultaneously.