Davidson Missouri W
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! style="color: white; background-color: black;"| The Team | ! style="color: white; background-color: black;"| The Team | ||
! style="color: white; background-color: black;" | The Faculty | ! style="color: white; background-color: black;" | The Faculty | ||
| - | ! style="color: white; background-color: black;" | | + | ! style="color: white; background-color: black;" | School Logos |
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| - | [[Davidson Missouri W/A. Malcolm Campbell|<span style="color:black">A. | + | [[Davidson Missouri W/A. Malcolm Campbell|<span style="color:black">A. Malcolm Campbell</span>]] |
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[[Davidson Missouri W/Karmella Haynes|<span style="color:black">Karmella Haynes</span>]] | [[Davidson Missouri W/Karmella Haynes|<span style="color:black">Karmella Haynes</span>]] | ||
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| - | =Our Project= | + | =Our Successful Project= |
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| - | As a part of iGEM2006, a combined team from Davidson College and Missouri Western State University reconstituted a hin/''hix'' DNA recombination mechanism which exists in nature in Salmonella as standard biobricks for use in ''E. coli''. The purpose of the 2006 combined team was to provide a proof of concept for a bacterial computer in using this mechanism to solve a variation of The Pancake Problem from Computer Science. This task utilized both biology and mathematics students and faculty from the two institutions. | + | As a part of iGEM2006, a combined team from Davidson College and Missouri Western State University reconstituted a hin/''hix'' DNA recombination mechanism which exists in nature in ''Salmonella'' as standard biobricks for use in ''E. coli''. The purpose of the 2006 combined team was to provide a proof of concept for a bacterial computer in using this mechanism to solve a variation of The Pancake Problem from Computer Science. This task utilized both biology and mathematics students and faculty from the two institutions. |
| - | For 2007, we | + | For 2007, we successfully continued our collaboration and our efforts to manipulate ''E. coli'' into mathematics problem solvers as we refine our efforts with the hin/''hix'' mechanism to explore another mathematics problem, the Hamiltonian Path Problem. This problem was the subject of a groundbreaking paper by Adleman in 1994 (see [[Davidson_Missouri_W/Resources_and_Citations | citations]]) where a unique Hamiltonian path was found ''in vitro'' for a particular directed graph on seven nodes. We were able to use bacterial computers to solve the Hamiltonian path problem ''in vivo''. ([[Davidson Missouri W/Background Information#Why Use Bacteria?|Why use a bacterial computer?]]) |
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[[Image:Adelman.png|thumb|300px|center|The Adleman graph.]] | [[Image:Adelman.png|thumb|300px|center|The Adleman graph.]] | ||
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| - | <center> '''A Human Representation of the | + | <center> '''A Human Representation of the Adleman Graph. (mouse over to see the full effect)''' |
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Latest revision as of 04:32, 27 October 2007
The Team
| The Team | The Faculty | School Logos | Group Photo |
|---|---|---|---|
| Davidson
Oyinade Adefuye
|
|
 | |
| Missouri Western
Jordan Baumgardner
| 
|  |
Our Successful Project
| In Depth | Overview | ||
|---|---|---|---|
|
Background Information
| Hamiltonian Path Problem
As a part of iGEM2006, a combined team from Davidson College and Missouri Western State University reconstituted a hin/hix DNA recombination mechanism which exists in nature in Salmonella as standard biobricks for use in E. coli. The purpose of the 2006 combined team was to provide a proof of concept for a bacterial computer in using this mechanism to solve a variation of The Pancake Problem from Computer Science. This task utilized both biology and mathematics students and faculty from the two institutions. For 2007, we successfully continued our collaboration and our efforts to manipulate E. coli into mathematics problem solvers as we refine our efforts with the hin/hix mechanism to explore another mathematics problem, the Hamiltonian Path Problem. This problem was the subject of a groundbreaking paper by Adleman in 1994 (see citations) where a unique Hamiltonian path was found in vitro for a particular directed graph on seven nodes. We were able to use bacterial computers to solve the Hamiltonian path problem in vivo. (Why use a bacterial computer?)
 Click here for the solution. | ||
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