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Transitions of regular structures two-state models

All-or-none transition is highly cooperative with N being the cooperative length of a transition. [Pg.269]

The expansion of this expression yields the binomial coefficients of the power of s (the degeneracy factors)  [Pg.269]

This is the number of ways in which to divide N residues into j in state b and N -y in state a, thus [Pg.269]

The probability of observing any state average across all states Py is [Pg.269]

The fraction in b at each state is the number of b residues, relative to the total number of residues, i.e. fj = 7N. The total fraction of residues as in the system is the average probability of observing b, Pb which is the sum of all the stales having at least one [Pg.269]


See other pages where Transitions of regular structures two-state models is mentioned: [Pg.268]   
See also in sourсe #XX -- [ Pg.268 , Pg.269 , Pg.270 ]




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Model transit

Modelling of structures

Models of structures

Regular state

Regular structure

Structural regularity

Structure regularities

Structure states

Transition model

Transition state modeling

Transition state modelling

Transition state models

Transition structure modelling

Two transitions

Two-state

Two-state structure

Two-state transitions

Two-structure model

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