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Team:UNAM-Genomics Mexico/Modeling/GT
From 2011.igem.org
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So we believe the system will behave as a Snowdrift game. This game is characterized by two antagonizing forces. Each force has two options, of which one is the favorite. However, if both select the favorite, everybody is penalized. It is a variation of the Chicken Game where the penalization is not death. You may consult the All-Knowing-Oracle on this topic [http://en.wikipedia.org/wiki/Chicken_(game) here]. | So we believe the system will behave as a Snowdrift game. This game is characterized by two antagonizing forces. Each force has two options, of which one is the favorite. However, if both select the favorite, everybody is penalized. It is a variation of the Chicken Game where the penalization is not death. You may consult the All-Knowing-Oracle on this topic [http://en.wikipedia.org/wiki/Chicken_(game) here]. | ||
| - | We believe our system will behave as said game because | + | We believe our system will behave as said game because we have two players: WildType and TransGenic. Each has two choices: Stasis and Reproduce. This generates the following payoff table. |
| + | |||
| + | <html><style type="text/css"> | ||
| + | table.Hmedina {line-height:normal;background-color:white;} | ||
| + | td.TRUE{background-color:lightgreen;} | ||
| + | td.FALSE{background-color:lightcoral;} | ||
| + | td.NEUTRAL{background-color:lightgray;} | ||
| + | </style></html> | ||
| + | |||
| + | <table class="Hmedina" border="1"> | ||
| + | <tr><th></th><th colspan="3">WildType</th></tr> | ||
| + | <tr><td rowspan="3">'''TransGenic'''</td><td></td><td>Stasis</td><td>Reproduce</td></tr> | ||
| + | <tr><td>Stasis</td><td class="NEUTRAL">0/0</td><td class="TRUE">0/+</td></tr> | ||
| + | <tr><td>Reproduce</td><td class="TRUE">+/0</td><td CLASS="FALSE">-/-</td></tr> | ||
| + | </table> | ||
}} | }} | ||
Revision as of 09:10, 26 September 2011
Background
As self-respecting geeks, we are gamers. In this case, we wanted to corroborate a Worst-Case-Scenario using Game Theory. The Scenario in question is the following:
The transgenic turns out to be highly incompetent in N fixation, so you knock-out said pathway. It then escapes all known containment methods, and is released to the environment. What will happen?
Introduction
So we believe the system will behave as a Snowdrift game. This game is characterized by two antagonizing forces. Each force has two options, of which one is the favorite. However, if both select the favorite, everybody is penalized. It is a variation of the Chicken Game where the penalization is not death. You may consult the All-Knowing-Oracle on this topic [http://en.wikipedia.org/wiki/Chicken_(game) here].
We believe our system will behave as said game because we have two players: WildType and TransGenic. Each has two choices: Stasis and Reproduce. This generates the following payoff table.
| WildType | |||
|---|---|---|---|
| TransGenic | Stasis | Reproduce | |
| Stasis | 0/0 | 0/+ | |
| Reproduce | +/0 | -/- | |
