How to cite this paper
Kumar, A & Malik, S. (2015). Reliability measures of a computer system with priority to PM over the H/W repair activities subject to MOT and MRT.Management Science Letters , 5(1), 29-38.
Refrences
Anand, J., & Malik, S. C. (2012). Analysis of a computer system with arbitrary distributions for h/w and s/w replacement time and priority to repair activities of h/w over replacement of s/w. International Journal of System Assurance Engineering and Management, 3(3), 230-236.
Barak, A.K. & Barak, M.S. (2013). Reliability modelling of a cloud with arrival time of the server subject to maximum operation and repair times. Indian Journal of Science, 3(6), 6-10.
Friedman, M. A., Tran, P. Y., & Goddard, P. L. (1992). Reliability techniques for combined hardware and software systems. ROME LAB ROME NY.
Kumar, A., & Malik, S. C. (2011). Profit analysis of a computer system with Priority to software replacement over hardware repair subject to maximum operation and repair times. International Journal of Engg. Science and Technology (IJEST), 3(10), 7452-7468.
Kumar, A. & Malik, S.C. (2012a). Stochastic modeling of a computer system with priority to PM over S/W replacement subject to maximum operation and repair Times. International Journal of Computer Applications, 43 (3), 27-34.
Kumar, A., Malik, S.C. & Barak, M.S. (2012). Reliability modeling of a computer system with independent H/W and S/W failures subject to maximum operation and repair times. International Journal of Mathematical Achieves, 3(7), 2622-2630.
Kumar, A., & Malik, S. C. (2012b). Reliability modeling of a computer system with priority to s/w replacement over h/w replacement subject to MOT and MRT. International Journal of Pure and Applied Mathematics, 80(5), 693-709.
Lai, C. D., Xie, M., Poh, K. L., Dai, Y. S., & Yang, P. (2002). A model for availability analysis of distributed software/hardware systems. Information and software technology, 44(6), 343-350.
Malik,S.C., Nandal, P. & Barak, M.S. (2009). Reliability analysis of a system under preventive maintenance. Journal of Mathematics and System Sciences. 5(1), 92–115.
Malik, S. C., & Anand, J. (2010). Reliability and economic analysis of a computer system with independent hardware and software failures. Bulletin of Pure & Applied Sciences-Mathematics and Statistics, 29(1), 141-154.
Malik, S. C., & Nandal, P. (2010). Cost-Analysis of Stochastic Models with Priority to Repair Over Preventive Maintenance Subject to Maximum Operation Time, Edited Book, Learning Manual on Modeling, Optimization and Their Applications.
Malik, S. C. (2013). Reliability modeling of a computer system with preventive maintenance and priority subject to maximum operation and repair times. International Journal of System Assurance Engineering and Management, 4(1), 94-100.
Singh, S. K., & Agrafiotis, G. K. (1995). Stochastic analysis of a two-unit cold standby system subject to maximum operation and repair time. Microelectronics Reliability, 35(12), 1489-1493.
Sureria, J. K., Malik, S. C., & Anand, J. (2012). Cost-benefit analysis of a computer system with priority to S/w replacement over H/w repair. Applied Mathematical Sciences, 6(75), 3723-3734.
Welke, S. R., Johnson, B. W., & Aylor, J. H. (1995). Reliability modeling of hardware/software systems. IEEE Transactions on Reliability, 44(3), 413-418.
Barak, A.K. & Barak, M.S. (2013). Reliability modelling of a cloud with arrival time of the server subject to maximum operation and repair times. Indian Journal of Science, 3(6), 6-10.
Friedman, M. A., Tran, P. Y., & Goddard, P. L. (1992). Reliability techniques for combined hardware and software systems. ROME LAB ROME NY.
Kumar, A., & Malik, S. C. (2011). Profit analysis of a computer system with Priority to software replacement over hardware repair subject to maximum operation and repair times. International Journal of Engg. Science and Technology (IJEST), 3(10), 7452-7468.
Kumar, A. & Malik, S.C. (2012a). Stochastic modeling of a computer system with priority to PM over S/W replacement subject to maximum operation and repair Times. International Journal of Computer Applications, 43 (3), 27-34.
Kumar, A., Malik, S.C. & Barak, M.S. (2012). Reliability modeling of a computer system with independent H/W and S/W failures subject to maximum operation and repair times. International Journal of Mathematical Achieves, 3(7), 2622-2630.
Kumar, A., & Malik, S. C. (2012b). Reliability modeling of a computer system with priority to s/w replacement over h/w replacement subject to MOT and MRT. International Journal of Pure and Applied Mathematics, 80(5), 693-709.
Lai, C. D., Xie, M., Poh, K. L., Dai, Y. S., & Yang, P. (2002). A model for availability analysis of distributed software/hardware systems. Information and software technology, 44(6), 343-350.
Malik,S.C., Nandal, P. & Barak, M.S. (2009). Reliability analysis of a system under preventive maintenance. Journal of Mathematics and System Sciences. 5(1), 92–115.
Malik, S. C., & Anand, J. (2010). Reliability and economic analysis of a computer system with independent hardware and software failures. Bulletin of Pure & Applied Sciences-Mathematics and Statistics, 29(1), 141-154.
Malik, S. C., & Nandal, P. (2010). Cost-Analysis of Stochastic Models with Priority to Repair Over Preventive Maintenance Subject to Maximum Operation Time, Edited Book, Learning Manual on Modeling, Optimization and Their Applications.
Malik, S. C. (2013). Reliability modeling of a computer system with preventive maintenance and priority subject to maximum operation and repair times. International Journal of System Assurance Engineering and Management, 4(1), 94-100.
Singh, S. K., & Agrafiotis, G. K. (1995). Stochastic analysis of a two-unit cold standby system subject to maximum operation and repair time. Microelectronics Reliability, 35(12), 1489-1493.
Sureria, J. K., Malik, S. C., & Anand, J. (2012). Cost-benefit analysis of a computer system with priority to S/w replacement over H/w repair. Applied Mathematical Sciences, 6(75), 3723-3734.
Welke, S. R., Johnson, B. W., & Aylor, J. H. (1995). Reliability modeling of hardware/software systems. IEEE Transactions on Reliability, 44(3), 413-418.