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Integration of Two Models
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(New page: =Part III Integration of two models= In the simplified genetic circuit on Part II, the reaction, DNA.[hAID_LexA:DeGal4_lexO] -> DNA.[hAID_LexA:Gal4_lexO] demonstrates the effienc...) |
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From the model in Part I, the rate is calculted throughout the simulated time axis. | From the model in Part I, the rate is calculted throughout the simulated time axis. | ||
[[Image:Peking efficiency.jpg]] | [[Image:Peking efficiency.jpg]] | ||
| - | Therefore, the integrated model can simulate all the species concentrations over time, and solve the mutation problem ''in vivo'' theoretically. | + | {|align="left" |
| + | |Therefore, the integrated model can simulate all the species concentrations over time, and solve the mutation problem ''in vivo'' theoretically. | ||
| + | |}<br> | ||
| + | {|align="right" | ||
| + | |[[Team:Peking_University/Modeling|Previous Page]] | ||
| + | |} | ||
Latest revision as of 03:48, 30 October 2008
Part III Integration of two models
In the simplified genetic circuit on Part II, the reaction,
DNA.[hAID_LexA:DeGal4_lexO] -> DNA.[hAID_LexA:Gal4_lexO]
demonstrates the effiency of functional mutation over the reaction rate.
From the model in Part I, the rate is calculted throughout the simulated time axis.
| Therefore, the integrated model can simulate all the species concentrations over time, and solve the mutation problem in vivo theoretically. |
| Previous Page |
