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Team:Sweden/Project
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!"align="center"|[[Team:Sweden|<font color="gold">Home</font>]] | !"align="center"|[[Team:Sweden|<font color="gold">Home</font>]] | ||
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== <font color="blue">Project</font> == | == <font color="blue">Project</font> == | ||
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<li>VP --> V (NP) | <li>VP --> V (NP) | ||
</ul> | </ul> | ||
| - | We target only the parts of speech (POS) tags which in these above grammars are:<br> | + | <font color="blue">We target only the parts of speech (POS) tags which in these above grammars are:<br> |
<ul type="disc"> | <ul type="disc"> | ||
<li> NP:Noun Phrase VP: Verb Phrase | <li> NP:Noun Phrase VP: Verb Phrase | ||
| - | <li>(det: | + | <li>(det:Determiner) (adj:adjective) N: Noun |
<li>VP:Verb Phrase V:Verb NP:Noun Phrase | <li>VP:Verb Phrase V:Verb NP:Noun Phrase | ||
</ul> | </ul> | ||
| - | This way the grammar can be implemented as a finite state automaton (FSA) and not as a push-down automaton. | + | <font color="blue">This way the grammar can be implemented as a finite state automaton (FSA) and not as a push-down automaton. |
| - | A finite state automation is a 5-tupel A = (Q, Σ, δ, s0, F), where Q is a finite set of states, Σ is the finite set of input symbols (alphabet), δ is the transition function, δ: Q × Σ -> Q, s0 is the start state and F is the set of final/accepting states.</font> | + | <font color="blue">A finite state automation is a 5-tupel A = (Q, Σ, δ, s0, F), where Q is a finite set of states, Σ is the finite set of input symbols (alphabet), δ is the transition function, δ: Q × Σ -> Q, s0 is the start state and F is the set of final/accepting states.</font> |
==<font color="blue">Our Aim</font>== | ==<font color="blue">Our Aim</font>== | ||
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| - | [[Image:Igem_modified. | + | [[Image:Igem_modified.gif|180px|center| ]] |
Latest revision as of 11:43, 21 October 2009
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Project
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We want to implement an automaton in the E-Coli cell. It is based on a few simple grammer rules on how to parse a simple sentence like
We target only the parts of speech (POS) tags which in these above grammars are:
This way the grammar can be implemented as a finite state automaton (FSA) and not as a push-down automaton. A finite state automation is a 5-tupel A = (Q, Σ, δ, s0, F), where Q is a finite set of states, Σ is the finite set of input symbols (alphabet), δ is the transition function, δ: Q × Σ -> Q, s0 is the start state and F is the set of final/accepting states. Our AimThe sentence in our project is a string of different reagents which will be introduced to the cell one by one. As soon as a wrong input is detected the cell will light up red. A sentence is finished by a stop reagent and then the cell will light up green. |
The image represents an automaton that show how state transition occurs in a particular sentence parsing automaton  |
Safety issues\ We suggest our plasmid using a current Biobrick in the bank and no new bio bricks are suggested or built. So no safety issue is raised so far. |
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