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<h1 class="h-sectionT">Math Modeling</h1> | <h1 class="h-sectionT">Math Modeling</h1> | ||
− | <p> | + | <p>Where MerR is a represor and releases when $H_g^{2+}$ is presented in |
+ | the interior of the cell, we will note this amount as $H_{g_{in}}$ and | ||
+ | the exterior as $H_{g_{out}}$. And Promoter nP is the promoter | ||
+ | which velocity we want to characterize. | ||
+ | </p> | ||
<p>Ut ornare dignissim neque, nec blandit lorem dictum et. Class aptent taciti sociosqu ad litora torquent per conubia nostra, per inceptos himenaeos. Nunc elementum massa sed eleifend ornare. Sed dui velit, vehicula in lectus at, maximus tincidunt enim. Integer pretium porttitor nibh, vitae pharetra tortor mattis nec. Cras purus ligula, porttitor non sem sit amet, mattis blandit libero. Sed vel mauris semper, porta arcu in, ultrices turpis. Pellentesque aliquet molestie dui ac faucibus. Fusce non sem id arcu ullamcorper posuere. Nullam mi nibh, vestibulum vel libero eget, porta blandit sem. </p> | <p>Ut ornare dignissim neque, nec blandit lorem dictum et. Class aptent taciti sociosqu ad litora torquent per conubia nostra, per inceptos himenaeos. Nunc elementum massa sed eleifend ornare. Sed dui velit, vehicula in lectus at, maximus tincidunt enim. Integer pretium porttitor nibh, vitae pharetra tortor mattis nec. Cras purus ligula, porttitor non sem sit amet, mattis blandit libero. Sed vel mauris semper, porta arcu in, ultrices turpis. Pellentesque aliquet molestie dui ac faucibus. Fusce non sem id arcu ullamcorper posuere. Nullam mi nibh, vestibulum vel libero eget, porta blandit sem. </p> |
Revision as of 00:50, 18 October 2016
Math Modeling
Where MerR is a represor and releases when $H_g^{2+}$ is presented in the interior of the cell, we will note this amount as $H_{g_{in}}$ and the exterior as $H_{g_{out}}$. And Promoter nP is the promoter which velocity we want to characterize.
Ut ornare dignissim neque, nec blandit lorem dictum et. Class aptent taciti sociosqu ad litora torquent per conubia nostra, per inceptos himenaeos. Nunc elementum massa sed eleifend ornare. Sed dui velit, vehicula in lectus at, maximus tincidunt enim. Integer pretium porttitor nibh, vitae pharetra tortor mattis nec. Cras purus ligula, porttitor non sem sit amet, mattis blandit libero. Sed vel mauris semper, porta arcu in, ultrices turpis. Pellentesque aliquet molestie dui ac faucibus. Fusce non sem id arcu ullamcorper posuere. Nullam mi nibh, vestibulum vel libero eget, porta blandit sem.
Proin eget ex commodo, venenatis sem eu, finibus velit. Etiam vehicula, dolor eget mollis congue, velit turpis luctus metus, quis pulvinar odio mi id arcu. Pellentesque vel ex eleifend, tempus mauris et, ullamcorper justo. Sed placerat purus vel bibendum posuere. Quisque purus purus, sagittis eu dui nec, ultrices rhoncus lectus. Phasellus mattis accumsan quam id commodo. In hac habitasse platea dictumst. Ut et tincidunt eros. Aliquam elementum ac dui nec accumsan. Vivamus iaculis molestie nisi in faucibus. Etiam et nulla vel felis condimentum commodo. Suspendisse enim purus, scelerisque in luctus vitae, laoreet nec tortor.
Etiam blandit mi eu ante auctor, ut rutrum nunc placerat. Pellentesque commodo posuere tellus ac egestas. Nulla venenatis fringilla ipsum. Quisque facilisis massa non eleifend ultrices. Donec egestas ultricies gravida. Sed ultricies erat id urna lacinia, vitae consequat magna ultrices. Aenean vitae faucibus lorem. Duis vitae lorem in orci porta volutpat.