Page 10 - AEI Insights 2019 - Vol. 5, Issue 1
P. 10

AEI Insights, Vol 5, Issue 1, 2019


               this model, there is a difference between output price in the firm (pi) and the price level in the
               country (p). This difference in price level would have a negative impact on the output. The
               output function is expressed as;


                y  (m   p    (p    ) p                                                                 (1)
                           ) a
                                  i
                 i

               where a is a constant, m is money supply, yi is the output in the firm i, p is price level in the
               country, pi is output price in the firm i. The demand of labour could be considered as a “derived”
               demand in which the firm’s output is proportional to labour demand in the firm. In this sense,
               the output function can be used for the employment function in the firm (ni). In this employment
               function, the price (p) is replaced with the wage (w) in the output function. It means that the
               employment function can be expressed as;


                n  (m  w ) a  (w   ) w                                                                 (2)
                                  i
                 i


               where α is constant, m is money supply, wi is the wage level in the firm i, w is wage level in
               the country. This employment function may be simplified by assuming that employment and
               wage level is the same in all firms. In this simplified version, the level of employment at time
               t can be expressed as;


                n   m   w                                                                                       (3)
                      t
                 t
                          t

               where nt is the employment level at time t, mt is  the level of money supply at time t and wt is
               the wage level at time t. The level of employment would be determined by the difference
               between the level of money supply (m) and level of wage rate (w). In the case that the increase
               in money supply is greater than the increase in wage level, this would cause a positive effect
               on the employment level. By contrast, in the reverse case that the increase in wage level is
               greater  than  the  increase  in  money  supply,  this  would  cause  a  negative  effect  on  the
               employment level.

               Under  the  insider  model  of  employment,  the  insider  in  the  firm  would  have  a  maximum
                                                                                  e
               bargaining power to ensure that the expected level of employment (n ) is equal to the level of
               employment at time of the negotiation ( n  1  t  ). It would mean that the bargaining parameter (β)

               is  equal  to  unity  under  this  insider  model  of  employment.  In  the  case  that  the  insider’s
               bargaining power is less than the maximum value, the expected level of employment could be
               less  than  the  level  of  employment  at  time  of  the  negotiation.  Therefore,  the  employment
               function can be reformulated as:


                n   (n t 1 )  (m  m t e )                                                  (4)
                 t
                                t





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