Class Ret.pfqnSensMom
- Enclosing class:
Ret
Pfqn_sens_mom.
The parameter differentiated scales the demands L(i,r) of every class r of
one group g at station i, so the moments it generates are those of
Q_(i,g) = sum_(r in g) n(i,r). That is Theorem 1 of Akyildiz and Strelen with
the class subset T; Strelen's own x_i, the reciprocal capacity of station i
scaling the WHOLE demand column, is the special case T = all classes, which
the default groups = ones(1,R) selects and which reports per-station
totals. groups = 1..R instead puts one class per group and reports
genuinely PER-CLASS moments, including the third; its second moments coincide
exactly with Ret.pfqnSensMva's QVar.
Reference: J. C. Strelen, "Moment Analysis for Closed Queuing Networks and its Linearizer", Performance Evaluation 11:127-142, 1990, Theorems 2.1, 3.1, 3.2, 3.5 and equation (3.2); I. F. Akyildiz and J. C. Strelen, "Moment Analysis for Load-Dependent Mixed Product Form Queueing Networks", IEEE Trans. Communications 39(6):828-832, 1991, Theorem 1.
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Field Summary
Fields -
Constructor Summary
Constructors -
Method Summary
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Field Details
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X
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Q
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U
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R
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G
public int G -
m
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d2m
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Var
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M2
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M3
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Skew
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Cov
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dm
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CovG
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dmG
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CovAsym
public double CovAsym
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Constructor Details
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pfqnSensMom
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