Team:USP-UNESP-Brazil/Associative Memory/Modeling

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\begin{align}
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&\frac{d}{dt}[S] = k_{-1}[S_{a}] - [S](k_{1}[M] + k_{d}) \nonumber \\
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&\frac{d}{dt}[S_{a}] = k_{1}[S][M] + k_{-1}[S_{aa}] + k_{-2}[S_{ab}] - [S_{a}]( k_{1}[M] + k_{-1} + k_{2}[M] + k_{d} ) \nonumber \\
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\end{align}
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\begin{align}
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\frac{d}{dt} N_{d} &= r(N_{d}+N_{u})(1 - (N_{d}+N_{u})/K) - \alpha A N_{d} + \beta N_{u} \\
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\frac{d}}{dt} N_{u} &= \alpha A N_{1d} - \beta N_{u} \\
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\frac{d}{dt} A &= \kappa_{u} N_{u} + \kappa_{d} N_{d} - \alpha A N_{d} - \lambda A
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\end{align}
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{{:Team:USP-UNESP-Brazil/Templates/RImage | image=KxRphis_alpha.jpg | caption=Fig 2.  | size=620px}}
{{:Team:USP-UNESP-Brazil/Templates/RImage | image=KxRphis_alpha.jpg | caption=Fig 2.  | size=620px}}
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{{:Team:USP-UNESP-Brazil/Templates/RImage | image=TableMatModelQS.jpeg | caption=Fig 2 | size=550px}}
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{{:Team:USP-UNESP-Brazil/Templates/RImage | image=TableMatModelQS.jpeg | caption=Fig 2 | size=350px}}
[1] J. P. Ward, J.R. King, A. J. Koerber, P. Williams, J. M. Croft and R. E. Sockett
[1] J. P. Ward, J.R. King, A. J. Koerber, P. Williams, J. M. Croft and R. E. Sockett

Revision as of 16:08, 26 September 2012

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