In this paper two solution methods to the MAP(t)/PH(t)/1/K queueing model are introduced, one based on the Backwards Euler Method and the other on the Unif.
Two solution methods to the MAP(t)/PH(t/1/K queueing model are introduced, one based on the Backwards Euler Method and the other on the Uniformization ...
Bibliographic details on Two finite-difference methods for solving MAP(t)/PH(t)/1/K queueing models.
In this paper two solution methods to the MAP(t)/P H(t)/1/K queueing model are introduced, one based on the Backwards Euler Method and the other on the ...
Dormuth DAlfa A(1997)Two finite-difference methods for solving MAP(t)/PH(t)/1/K queueing modelsQueueing Systems: Theory and Applications10.1023/A:1019101828857 ...
Two finite-difference methods for solving MAP(t)/PH(t)/1/K queueing models. 1997, Queueing Systems. Information theoretic approximations for the M/G/1 retrial ...
In this paper two solution methods to the MAP(t)/PH(t)/1/K queueing model are introduced, one based on the Backwards Euler Method and the other on the ...
Two finite-difference methods for solving MAP(t)/PH(t)/1/K queueing models ... In this paper two solution methods to the MAP(t)/PH(t)/1/K queueing model ...
computed solution at time T = 1, converges to zero as k → 0. Instead it ... Table 8.1 shows the error at time T = 2 when Euler's method is used with various ...
Missing: PH( queueing
Approximating nonstationary Ph( t )/Ph( t )/1/ c queueing systems ...
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Two finite-difference methods for solving MAP(t)/PH(t)/1/K queueing models · D. DormuthA. Alfa. Computer Science, Mathematics. Queueing Syst. Theory Appl. 1997.