Package jline.lib.smc

Class GIM1_CaudalKt

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    • Method Summary

      Modifier and Type Method Description
      final static GIM1CaudalResult gim1_caudal(Matrix A, Boolean dual, Boolean computeEigenvector) Computes the dominant eigenvalue of the R matrix for GI/M/1-type chains.

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        clone, equals, finalize, getClass, hashCode, notify, notifyAll, toString, wait, wait, wait

    • Constructor Detail

    • Method Detail

      • gim1_caudal

         final static GIM1CaudalResult gim1_caudal(Matrix A, Boolean dual, Boolean computeEigenvector)

        Computes the dominant eigenvalue of the R matrix for GI/M/1-type chains.

        Finds the unique solution eta of PF(A(z)) = z on (0,1), where PF denotes the Perron-Frobenius eigenvalue and A(z) = A0 + A1z + A2z^2 + ...

        Parameters:
        A - Block matrix A0 A1 A2 ...
        dual - When true, compute for Ramaswami dual
        computeEigenvector - When true, also compute the right eigenvector
        Returns:

        GIM1CaudalResult containing eta and optionally v