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



From (19) we then have:


∂n


∂E


(1 - δ) (ξ


a)


aaAdλ ξ—a
kɪj


E (1-δ)(ξ-α)


L ξ-a


Zβ (1 - δ) (1 - βδ) ∖ξea
к (1+ β - 2βδ)2 )    •


and then:


∂n


∂L


and also:


∂n


∂A


(a (ξ + θ) - ξ) ξ


a


n

(an)a ξ (a (ξ + n + θ) - ξ)


(1 - δ)


a)


aaAdλ ξ—a
kɪj


1 ξ(1 δ)


1a


E (1—δ)(ξ-a) Lξ-a


β( (1 - δ)(1 - βδ) λ ■a

I (1+ β - ∙>.βδ)'i )


(a (ξ + θ) - ξ) ξ


n

(an)a—ξ (a (ξ + n + θ) - ξ)


aξ


ZaAd∖⅛
kɪj


E (1—й)(—a) L £a


(a (ξ + θ) - ξ) ξ


β (1 - δ)(1 - βδ) λ -

I (1+ β - 2ββ)2 )


n

(an)a—ξ (a (ξ + n + θ) - ξ)


aξ


aaAdλ ξ—a
kɪj


(a (ξ + θ) - ξ) ξ


aaAdλ ξ—a
kɪj


E (1δ)(ξ a) L ξ


(a (ξ + θ) - ξ) ξ


ZaAdλ
kɪj


ββ (1 - δ) (1 - βδ)' a
I (1 + β - 2βδ)2 ]


and finally:


∂n


∂d


n

(an)a ξ (a (ξ + n + θ) - ξ)


ad z - - , r

— E(1—^)(c—a) Lc—a


-a


1ξ + a


ca


(a (ξ + θ) - ξ) ξ


aξ


_n


Zβ (1 - δ)(1 - βδ)1a
к (1 + β - 2βδ)2 )    •


n

(an) ~ξ (a (ξ + n + θ) - ξ)


ad z - - , r

— E(1—δ)(ξ—a) Lξ—a
ξ


β (1 - δ) (1 - βδ)
к (1 + β
- 2βδ)2 )


n

(an) ~ξ (a (ξ + n + θ) - ξ)


aξ


aaAd∖ξ—a
kɪj


aA


(a (ξ + θ) - ξ) ξ


ZaAd ∖
kɪj


----E(1 — δ)(ξ—a) Lξ—a
ξ


ββ (1 - δ) (1 - βδ)' a

I (1 + β - 2βδ)2 ]


1ξ + a


a


(a (ξ + θ) - ξ) ξ


(an)a—ξ (a (ξ + П + θ) - ξ)


aA


1-α


----E (1 — δ)(ξ — a) L ξ a
ξ


aξ


β (1 - δ) (1 - βδ) ∖ —
к (1+ β
- 2βδ)2 )


(an)a—ξ (a (ξ + n + θ) - ξ)


a θ -r


aξ


34




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