References
A. BORTHAKUR, On busy period of a bulk queueing system with a general rule for bulk service, Opsearch 12. 40–46 (1975).
G.D. EASTON AND M.L CHAUDHRY The queueing system Ek And its numerical analysis. Computer, Ops Res. 9, 197–205 (1982).
Eg. FOSTER AND K.M. NYUNT, Queues with batch departures. Ann. Math. Statisst. 32, 1324–1332 (1961).
R HENRICI, Elements of Numerical Analysis. Wiley, New York (1965).
D.F HOLMAN, M.L. CHAUDHRY AND A. GHOSAL, Some results for the general bulk service queueing system. Bull. Austral, Math. Soc. 23, 161–179 (1981).
D.L. JAGERMAN. Inversion technique for the Laplace transform with application to approximations. Bell System Tech. J. 57, 669–710 (1978).
G. LUCHAK, The continuous time solution of the equations of the single channel queue with a general class of service-time distribution by the method of generating functions. J. Roy. Statist Soc. Ser. B.20, 176–181 (1958).
M.F. NEUTS, A general class of bulk queues with Poisson input. Ann. A. Statist. 38, 759–770 (1967).
N.S. KAMBO AND M L. CHAUDHRY Distribution of busy period for the bulk service queueing system comput. Ops. Res. Vol 11 No. 3, pp 267–274, 1984 printed in U.S.A.
T.L. SAATY. Elements of Queueing Theory with Applications. McGraw Hill, New York (1961).
L. TAKACS, Introduction to the Theory of Queues. Oxford University Press (1962).
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Solanki, A., Srivastava, P.N. Transient State Analysis of The Queueing System E K /Ma,b/1/N. OPSEARCH 35, 353–359 (1998). https://doi.org/10.1007/BF03398555
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DOI: https://doi.org/10.1007/BF03398555