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howto:kg [2018/12/07 13:20] mpaulettihowto:kg [2018/12/07 13:21] mpauletti
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 $\displaystyle \sum_{a}\int\rho_{A}(\mu[\rho]-\mu[\rho_{A}])dr$ $\displaystyle \sum_{a}\int\rho_{A}(\mu[\rho]-\mu[\rho_{A}])dr$
  
-Making a linearization approximation for the functional $\mu[\rho]$+Doing a linearization approximation for the functional $\mu[\rho]$
  
 $\displaystyle \mu[\rho]-\mu[\rho_{A}] \sim \sum_{B\neq A} \frac{\partial \mu[\rho_{A}]}{\partial \rho} \rho_{B} = \mu'[\rho_{A}]$\\ $\displaystyle \mu[\rho]-\mu[\rho_{A}] \sim \sum_{B\neq A} \frac{\partial \mu[\rho_{A}]}{\partial \rho} \rho_{B} = \mu'[\rho_{A}]$\\
howto/kg.txt · Last modified: 2024/01/03 13:20 by oschuett