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      M/G/1 QUEUE WITH COMPLEX VACATION POLICIES

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      https://www.riss.kr/link?id=E804968

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      다국어 초록 (Multilingual Abstract)

      Models of single-server queues with vacations have been widely used to study the performance of many computer, communication, and production systems. In this paper, we use the formula for a wide class of vacation policies and multiple types of vacations based on the M/G/1 queue with generalized vacations and exhaustive service. Furthermore, we derive the waiting times for many complex vacation policies, which would otherwise be to analyze. These new results are also applicable to other related queueing models, if they conform with the basic model considered in this paper.
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      Models of single-server queues with vacations have been widely used to study the performance of many computer, communication, and production systems. In this paper, we use the formula for a wide class of vacation policies and multiple types of vacatio...

      Models of single-server queues with vacations have been widely used to study the performance of many computer, communication, and production systems. In this paper, we use the formula for a wide class of vacation policies and multiple types of vacations based on the M/G/1 queue with generalized vacations and exhaustive service. Furthermore, we derive the waiting times for many complex vacation policies, which would otherwise be to analyze. These new results are also applicable to other related queueing models, if they conform with the basic model considered in this paper.

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      목차 (Table of Contents)

      • 1. Introduction
      • 2. Mixed multiple and single vacations
      • 3. Mixed individual vacation and idle time
      • 4. Multiple vacation and idle time
      • 5. Single vacation and idle time
      • 1. Introduction
      • 2. Mixed multiple and single vacations
      • 3. Mixed individual vacation and idle time
      • 4. Multiple vacation and idle time
      • 5. Single vacation and idle time
      • 6. Delayed single vacation
      • 7. Alternating vacation and wait periods
      • 8. Multiple types of vacation with idle tims
      • 9. Cyclic multiple types of vacation
      • 10. Conclusions
      • REFERENCES
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