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In a two stage network there are 512 inlets and outlets, r=s=24. If the probability that a given inlet is active is 0.8, calculate: Blocking probability
Given:
N =M =512,
α =0.8,
r=s=24
Therefore Blocking Probability
PB = (M α (s-1)-((M/r-1)) α)/(rs(s-1))
= (512 x 0.8(23) - (512/24-1)0.8)/( 24 x 24 (23))
= 0.7
Universal Elimination: Here for any sentence, there is A, containing a universally quantified variable, v, just for any ground term, g, so we can substitute g for v in A. Thus
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