Technological progress, organizational change and the size of the Human Resources Department



a                                                                          ξ(1 a)

c = ξ-α (ada a ξ-a E ^—^ L a⅛-a (/( (1 -   1 - βS)   ∙

ξ + J                       к (1+ β - 2βδ)2 J

a(ξ+θ) ξ                                         a(ξ+η + θ) ξ

• (α (ξ + θ) - )) a-ξ (dη)a-ξ (α (ξ + η + θ) - )) ξ-a

Finally from (28) we obtain:

ɪ (c - whT)
r

a a ɪ
d αd ξ-a 1 ξ

~ξ )    aξ-α


ξ(1 a)

ξ(1-a)    ξ(1-a) (1 - δ) (1 - βδ) ξ-a

E (1δ)(ξ-a) L ■ ■    _2------LS----__

к (1 + β - 2βδ)2 J

a(ξ + θ) ξ                                         a(ξ+η + θ) ξ

• (α () + θ) - )) aξ (αη)aξ (d () + η + θ) - )) ξ'    +

.      . fdd„ î a(1ξ) a(1ξ) ∕β (1 - δ) (1 - βδ) ~

- (1 - d) — A■a E (1*)«a) L ξ a ------LS---J

к ) J                       к (1+ β - 2   2 J

ξ a(ξ + θ)                                          a(ξ+η + θ) ξ

• (d () + θ) - )) îa (dη)aξ (d () + η + θ) - ))   ξ a

pμτβ (1 - δ)      1 - βδ 1

Ej 1 O                                 •

1 + β - 2βδ 1 + в - 2вд_

a                                                                                ξ(1

в   )ζ - dτ 1 A fdd ¢^^ ,, î(1a) . a(1¢) ββ (1 - δ)(1 - βδ)λ ~

a =1-e - + dJuJ     î—a (1")(î~a) î—a к (1 + - - 2βδ)2 J

ξ a(ξ + θ)                                          a(ξ+η + θ) ξ

• (d () + θ) - )) îa (dη)aξ (d () + η + θ) - ))   îa

7.3 Comparative statics in the decentralized economy

The comparative statics of the model in the decentralized economy can be obtained
from equations (15)-(22). In particular, from (15) we have:

dr -β - 1 + β 1
=    β2    = - β2

From (16) we then have:

∂T _ (1 + β - 2βδ) - (1 - βδ)(1 - 2δ) _ -δ - βδ + 2βδ2 - 1 + 2δ + βδ - 2βδ2
∂β =            (1 + β - 2βδ)2           =           (1 + β - 2βδ)2

_ δ - 1

= (1 + β - 2βδ)2

and also:

∂T _  -β (1 + β - 2βδ) + 2β (1 - βδ) _ -β - β2 + 2β2δ + 2β - 2β2δ

∂δ =          (1 + β - 2βδ)2        =       (1 + β - 2βδ)2

= β - β2    = β (1 - β)

(1 + β - 2βδ)2   (1 + β - 2βδ)2

32



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