Mathematical Model
From 2007.igem.org
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y=\frac{\alpha \times Y}{N_{LacY}}\\ | y=\frac{\alpha \times Y}{N_{LacY}}\\ | ||
x=\frac{X}{X_{0}}\\ | x=\frac{X}{X_{0}}\\ | ||
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\beta=\frac{N_{LacY} \times \tau_{x} \times B}{\alpha \times X_{0}}\\ | \beta=\frac{N_{LacY} \times \tau_{x} \times B}{\alpha \times X_{0}}\\ | ||
\lambda=frac{\tau_{x} \times \Lambda}{X_{0}} | \lambda=frac{\tau_{x} \times \Lambda}{X_{0}} | ||
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Revision as of 15:08, 17 July 2007
<math>\frac{1}{2}</math> \\ y=\frac{\alpha \times Y}{N_{LacY}}\\ x=\frac{X}{X_{0}}\\ \rho=\frac{R_{T}}{R_{0}+1}\\ \beta=\frac{N_{LacY} \times \tau_{x} \times B}{\alpha \times X_{0}}\\ \lambda=frac{\tau_{x} \times \Lambda}{X_{0}}
