Closed antoine4ucsd closed 4 years ago
Thanks, you are mistaken on how alpha_region is structured. It's dimensions are [chains, regions, regional_features]. which means alpha_region[,1,] is the intercept and alpha_region[,2,] is the coeff for averageMobility. Now X_partial_regional is of dimensions [states,N2,regional_features], which means X_partial_regional is [states,N2,2] matirx where X_partial_regional[,,1] is the intercept and X_partial_regional[,,2] is averageMobility
PS: I have assumned you have passed formula_regional as '~ 1 + averageMobility'.
Thank you for clarifying the matrix structure. My confusion came from the equation printed in the report, where I interpreted Y(t,m) and alpha_region(r(m)) both as scalar signals. Could you help clarify what the coefficient and intercept components represent?
On a related note - the first dimension of alpha_region is 4000 (chains, as you referred to it). We are interpreting this as a timespan, measured in units smaller than days. is this correct?
thank you so much,
that is incorrect, it is the number of chains the sampler has run.
Hi First, congrats again for this impressive work! Working on the usa data: I was able to extract the vectors for the alpha regions If I get it right, the alpha[,1:8] correspond to the regional intercept and the alpha[,9:16] to the mobility. what I don't get is how the regional intercept and moblity are used in the equation for Rt. Could you help clarify this point?
thank you+++