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LINE Solver (C++)
Templated C++ port of the LINE queueing solver
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#include <line/api/pfqn/pfqn_sens_respt.h>
Public Attributes | |
| std::vector< T > | XN |
| (R) throughput at population N | |
| Matrix< T > | QN |
| (M x R) mean queue length | |
| Matrix< T > | UN |
| (M x R) utilization | |
| Matrix< T > | W |
| (M x R) E[W_(i,l)], the mean sojourn time per visit | |
| std::vector< Matrix< T > > | WM |
| (tmax) matrices M x R, WM[t-1](i,l) = E[W^t] | |
| Matrix< T > | WVar |
| (M x R) Var[W], zero unless tmax >= 2 | |
| Matrix< double > | WSkew |
| (M x R) skewness of W, zero unless tmax >= 3 | |
| std::vector< T > | m |
| (M) E[Q_i] at population N | |
| std::vector< T > | Var |
| (M) Var[Q_i] at population N | |
| Matrix< T > | p |
| (M x max(b)) p(i,j) = P[Q_i = j] for j = 0..b_i-1. | |
| Matrix< T > | Wresid |
| (M x R) the residence time w_i(l) of the recursion | |
Definition at line 58 of file pfqn_sens_respt.h.
| std::vector<T> line::pfqn::SensResptResult< T >::m |
(M) E[Q_i] at population N
Definition at line 68 of file pfqn_sens_respt.h.
Referenced by line::pfqn::pfqn_sens_respt().
| Matrix<T> line::pfqn::SensResptResult< T >::p |
(M x max(b)) p(i,j) = P[Q_i = j] for j = 0..b_i-1.
RAGGED: row i is meaningful only up to column b_i-1 and is zero-padded out to max(b).
Definition at line 72 of file pfqn_sens_respt.h.
Referenced by line::pfqn::pfqn_sens_respt().
| Matrix<T> line::pfqn::SensResptResult< T >::QN |
(M x R) mean queue length
Definition at line 60 of file pfqn_sens_respt.h.
Referenced by line::pfqn::pfqn_sens_respt().
| Matrix<T> line::pfqn::SensResptResult< T >::UN |
(M x R) utilization
Definition at line 61 of file pfqn_sens_respt.h.
Referenced by line::pfqn::pfqn_sens_respt().
| std::vector<T> line::pfqn::SensResptResult< T >::Var |
(M) Var[Q_i] at population N
Definition at line 69 of file pfqn_sens_respt.h.
Referenced by line::pfqn::pfqn_sens_respt().
| Matrix<T> line::pfqn::SensResptResult< T >::W |
(M x R) E[W_(i,l)], the mean sojourn time per visit
Definition at line 63 of file pfqn_sens_respt.h.
Referenced by line::pfqn::pfqn_sens_respt().
| std::vector<Matrix<T> > line::pfqn::SensResptResult< T >::WM |
(tmax) matrices M x R, WM[t-1](i,l) = E[W^t]
Definition at line 64 of file pfqn_sens_respt.h.
Referenced by line::pfqn::pfqn_sens_respt().
| Matrix<T> line::pfqn::SensResptResult< T >::Wresid |
(M x R) the residence time w_i(l) of the recursion
Definition at line 73 of file pfqn_sens_respt.h.
Referenced by line::pfqn::pfqn_sens_respt().
| Matrix<double> line::pfqn::SensResptResult< T >::WSkew |
(M x R) skewness of W, zero unless tmax >= 3
Definition at line 66 of file pfqn_sens_respt.h.
Referenced by line::pfqn::pfqn_sens_respt().
| Matrix<T> line::pfqn::SensResptResult< T >::WVar |
(M x R) Var[W], zero unless tmax >= 2
Definition at line 65 of file pfqn_sens_respt.h.
Referenced by line::pfqn::pfqn_sens_respt().
| std::vector<T> line::pfqn::SensResptResult< T >::XN |
(R) throughput at population N
Definition at line 59 of file pfqn_sens_respt.h.
Referenced by line::pfqn::pfqn_sens_respt().