Package jline.solvers

Class NetworkMomentStationResult

java.lang.Object
jline.solvers.NetworkMomentStationResult

public class NetworkMomentStationResult extends Object
Raw moment results behind NetworkMomentStationTable, mirroring the mom struct that MATLAB's getMomentStationTable returns as its second output.

Carries the per-station-total moments together with the cross-station covariance matrix Cov that the table does not show, and the underlying Pfqn_sens_mom (exact) or Pfqn_sens_linearizer (approximate) result.

See Also:
  • Field Details

    • exact

      public Ret.pfqnSensMom exact
      The exact result, non-null when the method was "exact".
    • linearizer

      public Ret.pfqnSensLinearizer linearizer
      The Linearizer result, non-null when the method was "lin".
    • m

      public Matrix m
      M x 1, m(i) = E[Q_i], the mean total queue length at station i.
    • Var

      public Matrix Var
      M x 1, Var[Q_i].
    • Cov

      public Matrix Cov
      M x M, Cov(i,j) = Cov[Q_i,Q_j]; the diagonal is Var. Non-null only in the single-group case, i.e. always for the station table and for the chain table of a single-chain model, mirroring the collapse of the MATLAB reference.
    • CovG

      public Matrix[][] CovG
      The general (M x G x M x G) covariance, CovG[i][g] being an M x G matrix whose (j,g2) entry is Cov[Q_(i,g),Q_(j,g2)]. Populated whenever the exact path ran, and the only form available when there is more than one group (more than one chain), where cross-chain and cross-station covariances both exist. Null on the Linearizer path, which approximates station totals only.
    • M2

      public Matrix M2
      M x 1, E[Q_i^2].
    • M3

      public Matrix M3
      M x 1, E[Q_i^3].
    • Skew

      public Matrix Skew
      M x 1, skewness of Q_i; NaN where the variance vanishes.
    • CovAsym

      public double CovAsym
      Asymmetry residual of the underlying recursion. Roundoff for the exact method; a genuine measure of approximation error for the Linearizer, whose fixed point does not enforce the symmetry the product form guarantees.
  • Constructor Details

    • NetworkMomentStationResult

      public NetworkMomentStationResult()