Department of Mathematics, Holy Cross College (Autonomous)Affiliated to Bharathidasan University Tiruchirappalli – 620 002Tamilnadu, India
Abstract
The Preemptive-Resume priority of a fuzzy queuing model with Erlang service distribution is investigated in this work. The arrival rate and service rate are both triangular fuzzy numbers. The objective is to use a simple and conducive Robust ranking algorithm to turn the fuzzy arrival rate and service rate into crisp numbers. Furthermore, the model’s efficacy is calculated for various number of phases.
Ritha, W., & Yasodai, P. (2021). Exploration Of Fuzzy Preemptive-Resume Priority Queuing System Using Robust Ranking Method. Int. J. of Aquatic Science, 12(2), 3224-3230.
MLA
W. Ritha; P. Yasodai. "Exploration Of Fuzzy Preemptive-Resume Priority Queuing System Using Robust Ranking Method". Int. J. of Aquatic Science, 12, 2, 2021, 3224-3230.
HARVARD
Ritha, W., Yasodai, P. (2021). 'Exploration Of Fuzzy Preemptive-Resume Priority Queuing System Using Robust Ranking Method', Int. J. of Aquatic Science, 12(2), pp. 3224-3230.
VANCOUVER
Ritha, W., Yasodai, P. Exploration Of Fuzzy Preemptive-Resume Priority Queuing System Using Robust Ranking Method. Int. J. of Aquatic Science, 2021; 12(2): 3224-3230.
)