@article{MAKHILLJET20115528534,
    title = {Analyze the Duration of Busy Period in M<SUP>&#124;X&#124;</SUP>/G/1/K Systems with Vacation Time and under the Partial Batch Acceptance Strategy},
    journal = {Journal of Economics Theory},
    volume = {5},
    number = {5},
    pages = {106-109},
    year = {2011},
    issn = {1994-8212},
    doi = {jeth.2011.106.109},
    url = {https://makhillpublications.co/view-article.php?issn=1994-8212&doi=jeth.2011.106.109},
    author = {Mohammad and},
    keywords = {Laplase-Stieltjes transform,M&#124;X&#124;/G/1/K type queue,moments,vacation time,acceptance strategy,delay busy period},
    abstract = {One of the main characteristics in optimization and performance evaluation in a Queueing Model is its busy period. Finding the exact distribution of this variables in Queueing Models which service distribution and or inter-arrival distribution is general is so complicated and there is usually no closed formula for that. Traditionally in these situations, Laplase-Stieltjes transform this variable computed and then by using that the moments it determined.}
    }