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p:questions1 [2020/04/03 16:04] – [Question 4] cjjp:questions1 [2020/04/04 06:07] (current) – [Question 6] cjj
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 =====Question 5===== =====Question 5=====
-We can still try to follow our previous method, keeping the rank and shuffle only C(ij) within a small interval, similarly for mi.+We can still try to follow our previous method, keeping the rank and shuffle only $C_{i,j}$ within a small interval, similarly for $m_i$. 
 If we increase the size of the interval, then we will get to completely reshuffle. Then  we can check how sensitive  our result to the network. If we increase the size of the interval, then we will get to completely reshuffle. Then  we can check how sensitive  our result to the network.
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 +This should be OK. But, as above, we need to check the validity of resulting combination of $m_i$ and $C_{i,j}$.
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 =====Question 6===== =====Question 6=====
 In this Bialek's paper for 40 neurons, a statement is different from what I saw before:  In this Bialek's paper for 40 neurons, a statement is different from what I saw before: 
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 TK TK
  
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 +I couldn't find a corresponding statement in the [[https://doi.org/10.1016/j.neuron.2017.10.027|78-neuron paper]], either. 
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