Browse "IE-Journal Papers(저널논문)" by Author Chae, Kyung-Chul
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| BATCH ARRIVAL QUEUE WITH N-POLICY AND SINGLE VACATION LEE, SS; LEE, HW; YOON, SH; Chae, Kyung-Chul, COMPUTERS OPERATIONS RESEARCH, v.22, no.2, pp.173 - 189, 1995-02 |
| Busy period analysis for the GI/M/1 queue with exponential vacations Chae, Kyung-Chul; Kim, SJ, OPERATIONS RESEARCH LETTERS, v.35, pp.114 - 118, 2007-01 |
| Busy period analysis for the n-policy GI/M/c queue Chae, Kyung-Chul; Dae Eun Lim, JOURNAL OF THE KOREAN STATISTICAL SOCIETY, v.37, pp.285 - 290, 2008-09 |
| Calculation of a winning chance in a game with conditional probability : the case of volleyball Chae, Kyung-Chul; Yu, P.I., INTERNATIONAL JOURNAL OF MATHEMATICAL EDUCATION IN SCIENCE AND TECHNOLOGY, v.23, no.5, pp.651 - 655, 1992-12 |
| Classroom Note: Number of Services in an M/M/2 Busy Period Chae, Kyung-Chul, INTERNATIONAL JOURNAL OF MATHEMATICAL EDUCATION IN SCIENCE AND TECHNOLOGY, v.23, no.4, pp.786 - 789, 1992-07 |
| Classroom Note: On the Expected Number of Tosses Until HTHT Appears Chae, Kyung-Chul, INTERNATIONAL JOURNAL OF MATHEMATICAL EDUCATION IN SCIENCE AND TECHNOLOGY, v.24, no.1, pp.158 - 161, 1993-01 |
| Classroom Note: Two Instructive Identities Arising from the Matching Distribution Chae, Kyung-Chul, INTERNATIONAL JOURNAL OF MATHEMATICAL EDUCATION IN SCIENCE AND TECHNOLOGY, v.23, no.4, pp.632 - 635, 1992-07 |
| Computational analysis of stationary waiting-time distributions of GI(x)/R/1 and GIx/D/1 queues Chaudhry, ML; Choi, DW; Chae, Kyung-Chul, PROBABILITY IN THE ENGINEERING AND INFORMATIONAL SCIENCES, v.19, no.1, pp.121 - 140, 2005 |
| Discrete-time queues with discretionary priorities Kim, Kilhwan; Chae, Kyung-Chul, EUROPEAN JOURNAL OF OPERATIONAL RESEARCH, v.200, no.2, pp.473 - 485, 2010-01 |
| Estimating parameters of the power law process with two measures of failure time Ahn, Chang-Won; Chae, Kyung-Chul; Clark, Gordon M., JOURNAL OF QUALITY TECHNOLOGY, v.30, no.2, pp.127 - 132, 1998-04 |
| ESTIMATING THE MEAN AND VARIANCE OF PERT ACTIVITY TIME USING LIKELIHOOD-RATIO OF THE MODE AND THE MIDPOINT Chae, Kyung-Chul; Kim, Sehun, IIE TRANSACTIONS, v.22, no.3, pp.198 - 203, 1990-09 |
| M(X)/G/1 VACATION MODELS WITH N-POLICY - HEURISTIC INTERPRETATION OF THE MEAN WAITING TIME Chae, Kyung-Chul; LEE, HW, JOURNAL OF THE OPERATIONAL RESEARCH SOCIETY, v.46, no.2, pp.258 - 264, 1995-02 |
| Maintenance of deteriorating single server queues with random shocks Yang, Won Seok; Lim, Dae Eun; Chae, Kyung-Chul, COMPUTERS & INDUSTRIAL ENGINEERING, v.57, no.4, pp.1404 - 1406, 2009-11 |
| Maintenance of multi-state production systems deteriorated by random shocks and production Yang, Won Seok; Lim, Dae E.; Chae, Kyung-Chul, JOURNAL OF SYSTEMS SCIENCE AND SYSTEMS ENGINEERING, v.20, no.1, pp.110 - 118, 2011-03 |
| ON A BATCH SERVICE QUEUE WITH SINGLE VACATION LEE, HW; LEE, SS; Chae, Kyung-Chul; NADARAJAN, R, APPLIED MATHEMATICAL MODELLING, v.16, no.1, pp.36 - 42, 1992-01 |
| 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 |
On the Discrete-Time Geo(X)/G/1 Queues under N-Policy with Single and Multiple Vacations Kim, Sung J.; Kim, Nam K.; Park, Hyun-Min; Chae, Kyung-Chul; Lim, Dae-Eun, JOURNAL OF APPLIED MATHEMATICS, 2013 |
| On the geometric sum of iid random variables Chae, Kyung-Chul; Lee, H.W.; Lee, S.S., INTERNATIONAL JOURNAL OF MATHEMATICAL EDUCATION IN SCIENCE AND TECHNOLOGY, v.27, no.1, pp.29 - 32, 1996-12 |
| On the queue length distribution for the GI/G/1/K/V-M queue Chae, Kyung-Chul; Kim, NK; Yoon, BK, STOCHASTIC ANALYSIS AND APPLICATIONS, v.22, pp.647 - 656, 2004-05 |
| On the random sum with a stopping rule SN > T> Chae, Kyung-Chul; Lee, H.W., INTERNATIONAL JOURNAL OF MATHEMATICAL EDUCATION IN SCIENCE AND TECHNOLOGY, v.28, no.4, pp.561 - 567, 1997 |
| On the relationships among queue lengths at arrival, departure, and random epochs in the discrete-time queue with D-BMAP arrivals Kim, N.K.; Chang, S.H.; Chae, Kyung-Chul, OPERATIONS RESEARCH LETTERS, v.30, no.1, pp.25 - 32, 2002 |
| Operating characteristics of M(x)/G/1 queue with N-policy Ho Woo Lee; Soon Seok Lee; Chae, Kyung-Chul, QUEUEING SYSTEMS, v.15, no.1, pp.387 - 399, 1994 |
| Performance analysis of a discrete-time two-phase queueing system Kim, TS; Chang, SH; Chae, Kyung-Chul, ETRI JOURNAL, v.25, pp.238 - 246, 2003-08 |
| Presenting the negative hypergeometric distribution to the introductory statistics courses Chae, Kyung-Chul, INTERNATIONAL JOURNAL OF MATHEMATICAL EDUCATION IN SCIENCE AND TECHNOLOGY, v.24, no.4, pp.523 - 526, 1993 |
| Remarks on the remaining service time upon reaching a target level in the M/G/1 queue Chae, Kyung-Chul; Kim, K; Kim, NK, OPERATIONS RESEARCH LETTERS, v.35, pp.308 - 310, 2007-05 |
| REVERSED ABSORBING MARKOV-CHAIN - A SAMPLE PATH APPROACH Chae, Kyung-Chul; KIM, TS, OPERATIONS RESEARCH LETTERS, v.16, no.1, pp.41 - 46, 1994-08 |
| Server unavailability reduces mean waiting time in some batch service queuing systems Lee, HW; Chung, DI; Lee, SS; Chae, Kyung-Chul, COMPUTERS OPERATIONS RESEARCH, v.24, no.6, pp.559 - 567, 1997-06 |
| SYSTEM RELIABILITY IN THE PRESENCE OF COMMON-CAUSE FAILURES Chae, Kyung-Chul; CLARK, GM, IEEE TRANSACTIONS ON RELIABILITY, v.35, no.1, pp.32 - 35, 1986-04 |
| The Discrete-Time GI/Geo/1 Queue with Single Geometric Vacation Chae, Kyung-Chul; Sang Min Lee; Su Hyun Lee, QUALITY TECHNOLOGY AND QUANTITATIVE MANAGEMENT, v.5, no.1, pp.21 - 31, 2008 |
| The geo/g/1 queue with disasters and multiple working vacations Yi, Xeung Won; Kim, Jin Dong; Choi, Dae Won; Chae, Kyung-Chul, STOCHASTIC MODELS, v.23, no.4, pp.537 - 549, 2007 |
| THE GEO/G/1 QUEUE WITH NEGATIVE CUSTOMERS AND DISASTERS Park, Hyun Min; Yang, Won Seok; Chae, Kyung-Chul, STOCHASTIC MODELS, v.25, no.4, pp.673 - 688, 2009 |
| The GI/M/1 queue and the GI/Geo/1 queue both with single working vacation Chae, Kyung-Chul; Lim, Dae E; Yang, Won S, PERFORMANCE EVALUATION, v.66, pp.356 - 367, 2009-07 |
| The queue length distribution for the M/G/1 queue under the D-policy Chae, Kyung-Chul; Park, Y, JOURNAL OF APPLIED PROBABILITY, v.38, no.1, pp.278 - 279, 2001-03 |
| Transform-free analysis of the GI/G/1/K queue through the decomposed Littles formula Kim, NK; Chae, Kyung-Chul, COMPUTERS OPERATIONS RESEARCH, v.30, no.3, pp.353 - 365, 2003-03 |
| Waiting-time distribution of a discrete-time multiserver queue with correlated arrivals and deterministic service times: D-MAP/D/k system Chaudhry, ML; Yoon, BK; Chae, Kyung-Chul, OPERATIONS RESEARCH LETTERS, v.30, no.3, pp.174 - 180, 2002-06 |
| 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 |
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