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Purpose

  1. Whether do “labour shortages” exist?
  2. Whether does age structure of labour force matter?
  3. How do we estimate abundance of human resource (HRA)?

\[ Y_{it} \sim N(\phi_{it} + \mu_{i}, \sigma^{2}_{yi}) \\ \phi_{it} \sim N(\nu_{it} + \gamma_{t}, \sigma^{2}_{\phi_{i}}) \\ \nu_{it} \sim N(2\nu_{it-1} + \nu_{it-2}, \sigma^{2}_{\nu_{i}}) \\ \gamma_{t} \sim N(2\gamma_{t-1} + \gamma_{t-2}, \sigma^{2}_{\gamma_{t}}) \\ \] (Where) \(\mu_{i}\): level; \(\nu_{it}\): trend; \(\gamma_{t}\): intrinsic growth


Results 1/2

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Conclusion

  1. Labour redundancies exist
  2. Age-selective mismatches appear to occur.
  3. Human resource abundance can be etimated as the potential number of eligible labour force.

Results 2/2

Age class \(\mu_{i}\) \(\nu_{it}\) \(\gamma_{i}\)
10s’ Least lower & \(\downarrow\) decreasing
20s’ 3rd. lower & \(\downarrow\) decreasing
30s’ 2nd. lower & \(\downarrow\) decreasing
40s’ Most lower & \(\downarrow\) decreasing
50s’ 4th. highest & \(\uparrow\) decreasing
60s’ and over 5th. higher & \(\uparrow\) decreasing