References
- Artalejo, J., and A. Gomez-Corral. 1998. Analysis of a stochastic clearing system with repeated attempts. Communications in Statistics Stochastic Models 14 (3):623–45.
- Atencia, I., and P. Moreno. 2004. The discrete-time Geo/Geo/1 queue with negative customers and disasters. Computers & Operations Research 31 (9):1537–48.
- Chae, K. C., H. M. Park, and W. S. Yang. 2010. A GI/Geo/1 queue with negative and positive customers. Applied Mathematical Modelling 34 (6):1662–71.
- Chao, X. 1995. A queueing network model with catastrophes and product form solution. Operations Research Letters 18 (2):75–9.
- Gelenbe, E. 1991. Product-form queueing networks with negative and positive customers. Journal of Applied Probability 28 (3):656–63.
- Gelenbe, E. 2000. The first decade of g-networks. European Journal of Operational Research 126 (2):231–2.
- Jain, G., and K. Sigman. 1996. A Pollaczek-Khintchine formula for M/G/1 queues with disasters. Journal of Applied Probability 33 (4):1191.
- Jolai, F., S. Asadzadeh, and M. Taghizadeh. 2008. Performance estimation of an email contact center by a finite source discrete time Geo/Geo/1 queue with disasters. Computers & Industrial Engineering 55 (3):543–56.
- Kumar, B. K., A. Krishnamoorthy, S. P. Madheswari, and S. S. Basha. 2007. Transient analysis of a single server queue with catastrophes, failures and repairs. Queueing Systems 56 (3–4):133–41.
- Lee, D. H. 2012. Comments on the Geo/G/1 queue with negative customers and disasters. Stochastic Models 28 (4):663–5.
- Lee, D. H., and K. Kim. 2014. Analysis of repairable geo/G/1 queues with negative customers. Journal of Applied Mathematics 2014:1–10.
- Lee, D. H., W. S. Yang, and H. M. Park. 2011. Geo/G/1 queues with disasters and general repair times. Applied Mathematical Modelling 35 (4):1561–70.
- Park, H. M., W. S. Yang, and K. C. Chae. 2009a. The Geo/G/1 queue with negative customers and disasters. Stochastic Models 25 (4):673–88.
- Park, H. M., W. S. Yang, and K. C. Chae. 2009b. Analysis of the GI/Geo/1 queue with disasters. Stochastic Analysis and Applications 28 (1):44–53.
- Towsley, D., and S. K. Tripathi. 1991. A single server priority queue with server failures and queue flushing. Operations Research Letters 10 (6):353–62.
- Wang, J., and P. Zhang. 2009. A discrete-time retrial queue with negative customers and unreliable server. Computers & Industrial Engineering 56 (4):1216–22.
- Yang, W. S., J. D. Kim, and K. C. Chae. 2002. Analysis of M/G/1 stochastic clearing systems. Stochastic Analysis and Applications 20 (5):1083–100.
- Yi, X. W., J. D. Kim, D. W. Choi, and K. C. Chae. 2007. The Geo/G/1 queue with disasters and multiple working vacations. Stochastic Models 23 (4):537–49.
- Zhang, L., and J. Li. 2015. The M/M/c queue with mass exodus and mass arrivals when empty. Journal of Applied Probability 52 (4):990–1002.