Mathematical model transcription of the operon: PA1045
Generated  states: 3
Blocked states: 0
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variables:
1	LexA	;	0	0	repressor
2	LexA	;	0	0	repressor
parameters: 12
V_0	;	Initial rate
a_basal	;	Basal activity
k_1	;	LexA activity
k_2	;	LexA activity
n_11	;	 LexA(#1)  Hill parameter
level_1	;	 LexA(#1) rate activity parameter
n_1h1	;	 LexA(#1)  Hill parameter
n_2h1	;	 LexA(#1) LexA(#2)  Hill parameter
w12	;	 cooperation parameter
level_12	;	 LexA(#1) LexA(#2)  activity parameter
n_21	;	 LexA(#2)  Hill parameter
level_2	;	 LexA(#2) rate activity parameter

Numerator = a_basal+(level_1*((LexA/k_1)^n_11))+(level_12*w12*((LexA/k_1)^n_1h1)*((LexA/k_2)^n_2h1))+(level_2*((LexA/k_2)^n_21))
Denominator = 1+((LexA/k_1)^n_11)+(w12*(LexA/k_1)^n_1h1*(LexA/k_2)^n_2h1)+((LexA/k_2)^n_21)
f = V_0*Numerator/Denominator
