Here we prove the goodness property of adaptive rolling plans in a multisector optimal
growth model under decreasing returns in deterministic environment. Goodness is achieved as
a result of fast convergence (at an asymptotically geometric rate) of the rolling plan to
balanced growth path. Further on, while searching for goodness, we give a new proof of
strong concavity of an indirect utility function – this result is achieved just with help of some
elementary matrix algebra and differential calculus
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