. 2023 Jul 25;24(15):11929. doi: 10.3390/ijms241511929

Table 6.

Coefficients C₄ and C₅ for the terms of Equation (7).

Peptide Fragment	$Coefficient C_{4} at e^{- k^{i} t}$	$Coefficient C_{5} at e^{- k^{j} t}$
A	$\frac{- k_{d}^{f} k_{d} [(k^{i} + k^{j}) (k^{i} + k^{j} - k_{d}^{f} - k_{d}) + k_{d}^{f} k_{d}]}{(k^{i} - k_{d}^{f}) (k^{i} - k_{d}) (k^{i} + k^{j} - k_{d}^{f}) (k^{i} + k^{j} - k_{d})}$	0
B	0	0
C	0	$\frac{- k_{d}^{f} k_{d} [(k^{i} + k^{j}) (k^{i} + k^{j} - k_{d}^{f} - k_{d}) + k_{d}^{f} k_{d}]}{(k^{j} - k_{d}^{f}) (k^{j} - k_{d}) (k^{i} + k^{j} - k_{d}^{f}) (k^{i} + k^{j} - k_{d})}$
AB	$\frac{- k_{d}^{f} k_{d} [(k^{i} + k^{j}) (k^{i} + k^{j} - k_{d}^{f} - k_{d}) + k_{d}^{f} k_{d}]}{(k^{i} - k_{d}^{f}) (k^{i} - k_{d}) (k^{i} + k^{j} - k_{d}^{f}) (k^{i} + k^{j} - k_{d})}$	0
BC	0	$\frac{- k_{d}^{f} k_{d} [(k^{i} + k^{j}) (k^{i} + k^{j} - k_{d}^{f} - k_{d}) + k_{d}^{f} k_{d}]}{(k^{j} - k_{d}^{f}) (k^{j} - k_{d}) (k^{i} + k^{j} - k_{d}^{f}) (k^{i} + k^{j} - k_{d})}$
ABC	$\frac{- k_{d}^{f} k_{d} [(k^{i} + k^{j}) (k^{i} + k^{j} - k_{d}^{f} - k_{d}) + k_{d}^{f} k_{d}]}{(k^{i} - k_{d}^{f}) (k^{i} - k_{d}) (k^{i} + k^{j} - k_{d}^{f}) (k^{i} + k^{j} - k_{d})}$	$\frac{- k_{d}^{f} k_{d} [(k^{i} + k^{j}) (k^{i} + k^{j} - k_{d}^{f} - k_{d}) + k_{d}^{f} k_{d}]}{(k^{j} - k_{d}^{f}) (k^{j} - k_{d}) (k^{i} + k^{j} - k_{d}^{f}) (k^{i} + k^{j} - k_{d})}$