“…The former one means all of the bulk properties are satisfied exactly or within a certain error range, as shown in the Shannon entropy maximization method, 31,33,34 while the latter one means all of the bulk properties should be satisfied as much as possible, as performed in the literature, with minimizing the deviations between the calculated and measured average bulk properties as the objective function. 23,26,27,37,40,42,46,47 maximization without constraints, with exact nonlinear constraints, with exact linear constraints that need to be satisfied, with approximate linear constraints for which the deviations need to be minimized, and with constrained normal distributions in which the property needs to follow a Gaussian distribution while the deviation of its average needs to be minimized. In light of the Shannon entropy maximization method, we consider that when setting properties deviation minimization as the objective function, it is not necessary to set all of the bulk properties in the objective function, but the two choices that single bulk property could be either put as constraints to be satisfied or put as deviations to be minimized can be combined, while this is not explored in the literature.…”