Subject to Congressional approval, the base intends to follow up the current reconstruction with a five-year $520 million Recapitalization 2 program to modernize the original sector of the Naval Station, where the base headquarters and the Training Support Center are housed.
The rows in the table are the original sector where the workers were in the previous year (t−1), and the columns are the current sector (t).
By reversing the rearranging process, we get the rough sector, {128, 128, 192, 0, 64, 128, 192, 64, 0}, of the original sector.
For example, an increase in productivity in the ith sector affects productivity growth in other sectors, which in turn exerts some influence on the original sector.
If any three of the generated shares are available, we can reconstruct the 2 + 3 = 5 coefficients of Equations 2 and 3 and get an approximate sector, {144, 160, 248, 56, 112, 160, 208, 64, 16}, for the original sector.
Finally, if any four of the generated shares are available, we can reconstruct the coefficients of Equations 2 to 4 and get the original sector, {146, 167, 255, 60, 124, 165, 211, 73, 25}, without errors.
On the other hand, if the prices of the original sectors exhibit outliers, aggregation may have a smoothening effect.
In that case, the prices of some aggregated sectors may be more uniform than the original sectors and aggregation might reduce the discrepancies.
Because the prices differ across the original sectors, the aggregated sectors are not likely to sell their products (i.e. baskets) at a uniform price.
On the one hand, suppose that there is a uniform price for each of the original sectors (but the uniform prices differ across the sectors).
Aggregation implies that the deliveries of an aggregated sector are baskets of goods produced by the original sectors and that these baskets will have a different mix of goods for different buyers (see also de Mesnard and Dietzenbacher [1995]).
