Optimal tandem queue with no waiting room

References

• Crabill , T.B. , Gross , D. and Magazine , M.J. 1977 . A Classified Bibliography of Research on Optimal Design and Control of Queues . Operations Research , 25 ( 2 ) : 219 – 232 .
   Web of Science ®Google Scholar
• Stidham , S. and Prabhu , N.U. 1974 . “ Optimal control of queueing Systems. Matematical methods in queueing theory ” . In Lecture Notes in Economics and Mathematical Systems , 263 – 264 . Berlin : Springer-Verlag .
   Google Scholar
• Sobel , M.J. 1974 . “ Optimal Operation of Queues. Mathematical Methods in Queueing Theory ” . In Lecture Notes in. Economics and Mathematical System , 231 – 262 . Berlin : Springer-Verlag .
   Google Scholar
• Mine H. Bibliography on Optimization of Queues Unpublished Bibliography
   Google Scholar
• Gupta , P.K. and Verma , Rakesh Kumar . 1974 . Optimal Resource Allocation in a Complex Queueing System . in this journal , To appear
   Google Scholar
• Nishida , T. , Tahara , A. and Doi , Y. 1974 . Optimal Allocation of Service Rates for Two-Stage Tandem Queue , Vol. 24 , 411 – 416 . Technolgy Report of the Osaka University . 1194
   Google Scholar
• Morse , P.M. 1967 . Queues, Inventories and Maintenance , John Wiley and Sons . 6th printing
   Google Scholar
• Hiller , F.S. and Lieberman , G.J. 1967 . Introducing to Operations Research , 435 – 471 . San Francisco : Holden Day .
   Google Scholar
• Hillier , F.S. 1965 . The Application of Waiting Line Theory to Industrial Problems . Journal of Industrial Engineering , 16 ( 3 ) : 178 – 184 .
   Web of Science ®Google Scholar
• Hillier , F.S. 1963 . Economic Models for Industrial Waiting Time Problems . Management Science , 10 ( 3 ) : 119 – 130 .
   Google Scholar
• Decani , J.S. 1962 . A Queueing Model for Business Students . Management Science , 8 ( 3 ) : 276 – 286 .
   Web of Science ®Google Scholar
• Nelson , R.I. 1970 . A Decision Making Model for Applications in Queueing Theory . A.I.I.E, Tras , 2 ( 2 ) : 112 – 141 .
   Google Scholar
• Avriel , M. and Williams , A.C. 1970 . Complementary Geometric Programming . SIAM J. Appl. Math , 19 ( 2 ) : 125 – 141 .
   Google Scholar
• Swarup K. Verma Rakesh Kumar A Method to Solve Complementary Geometric Programming Problem Accepted for publication in Journal of Engineering Production
   Google Scholar
• Beightler , C.S. and Phillips , D.T. 1976 . Applied Geometric Programming , New York : Wiley .
   Google Scholar
• Duffin , R.J. , Peterson , E.L. and Zener , C. 1967 . Geometric Programming , New York : John Wiley and Sons .
   Google Scholar
• Rijckaert , M.J. and Martenes , X.M. 1978 . Bibliographical Note on Geometric Programming . J.O.T.A , 26 : 325 – 333 .
   Web of Science ®Google Scholar
• Duffin , R.J. and Peterson , E.L. 1972 . Geometric Programming Treated with Slack Variables . Applied Analysis , 2 : 255 – 267 .
   Google Scholar
• Dembo , R.S. 1976 . A Set of Geometric Programming Test Problems and their Solutions . Mathematical Programming , 10 : 192 – 213 .
   Web of Science ®Google Scholar
• Jefferson , T.R. and Scott , C.H. 1978 . “ On Finding A Point in the Relative Interior of a Polyhedral Set and Degeneracy in Geometric Programming ” . In Journal of Australian Mathematical Society , B 487 – 494 .
   Google Scholar