MODELOS CON VARIOS SERVIDORES

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p n =

ρ n

n! p 0

ρ n

c! c n−c

Si ρ ≠ 1, L c

q se calcula

si 0 ≤ n < c

si c ≤ n < N

L q

=

ρ c+1

c − 1 ! c − ρ 2 1 −

ρ c

N−c+1

p 0 = Dado ρ = λ , se obtiene μ c−1 ρ n n=0 n! + ρc 1 − ρ c c! 1 − ρ c N−c+1 −1 −1 , si ρ c ≠ 1 c−1 ρ n n=0 n! + ρc c! N − c + 1 , si ρ c = 1

p n = ρ n n! p 0 ρ n c! c n−c Si ρ ≠ 1, L c q se calcula si 0 ≤ n < c si c ≤ n < N L q = ρ c+1 c − 1 ! c − ρ 2 1 − ρ c N−c+1