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| NO | Title, Author(s) (Publication Title, Volume Issue, Page, Issue Date) |
|---|---|
| A TRIAL SOLUTION APPROACH TO THE GI=M=1QUEUE WITH N-POLICY AND EXPONENTIAL VACATIONS Chae, Kyung-Chul; Lee, SM; Kim, NK; Kim, JD; Lee, HW, JOURNAL OF THE KOREAN STATISTICAL SOCIETY, v.33, no.3, pp.283 - 298, 2004-09 | |
| A Note on the Relationships among the Queue Lengths at Various Epochs of a Queue with BMAP Arrivals Kim, NK; Chae, Kyung-Chul; Lee, HW, MSFE(MANAGEMENT SCIENCE & FINANCIAL ENGINEERING), v.9, no.2, pp.1 - 12, 2003-11 | |
| A unified queue length formula for BMAP/G/1 queue with generalized vacations Chang, SH; Takine, T; Chae, Kyung-Chul; Lee, HW, STOCHASTIC MODELS, v.18, no.3, pp.369 - 386, 2002 | |
| An arrival time approach to M/G/1-type queues with generalized vacations Chae, Kyung-Chul; Lee, HW; Ahn, CW, QUEUEING SYSTEMS, v.38, no.1, pp.91 - 100, 2001 | |
| On stochastic decomposition in the GI/M/1 queue with single exponential vacation Chae, Kyung-Chul; Lee, SM; Lee, HW, OPERATIONS RESEARCH LETTERS, v.34, pp.706 - 712, 2006-11 | |
| Workload and waiting time analyses of MAP/G/1 queue under D-policy Lee, HW; Cheon, SH; Lee, EY; Chae, Kyung-Chul, QUEUEING SYSTEMS, v.48, pp.421 - 443, 2004-11 | |
| An eigenvalue approach to discrete-time MAP/G/1 queues Lee, HW; Shin, YJ; Lee, EY; Chae, Kyung-Chul, INTERNATIONAL JOURNAL OF INDUSTRIAL ENGINEERING-THEORY APPLICATIONS AND PRACTICE, v.10, pp.644 - 650, 2003-12 |
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