OPTIMAL OPERATING POLICIES FOR M/G/1 QUEUING SYSTEMS

[1] BARLOW RE, MATHEMATICAL THEORY

[2] Blackwell D., 1965, ANN MATH STAT, V36, P226

[3] Cox D. R., QUEUES

[4] COX DR, RENEWAL THEORY

[5] CONTRACTION MAPPINGS IN THEORY UNDERLYING DYNAMIC PROGRAMMING [J]. SIAM REVIEW, 1967, 9 (02) : 165 - &

[6] REMAINING BUSY PERIOD FOR A SINGLE SERVER QUEUE WITH POISSON INPUT [J]. OPERATIONS RESEARCH, 1965, 13 (05) : 734 - &

[7] FELLER W, INTRODUCTION PROBABI, V1

[8] FOX B, P32571 RAND CORP SAN

[9] IMBEDDED MARKOV-CHAIN ANALYSIS OF A WAITING-LINE PROCESS IN CONTINUOUS-TIME [J]. ANNALS OF MATHEMATICAL STATISTICS, 1959, 30 (03): : 698 - 720

[10] HEYMAN DP, ORC6631 U CAL OP RES

[1] BARLOW RE, MATHEMATICAL THEORY

[2] Blackwell D., 1965, ANN MATH STAT, V36, P226

[3] Cox D. R., QUEUES

[4] COX DR, RENEWAL THEORY

[5] CONTRACTION MAPPINGS IN THEORY UNDERLYING DYNAMIC PROGRAMMING [J]. SIAM REVIEW, 1967, 9 (02) : 165 - &

[6] REMAINING BUSY PERIOD FOR A SINGLE SERVER QUEUE WITH POISSON INPUT [J]. OPERATIONS RESEARCH, 1965, 13 (05) : 734 - &

[7] FELLER W, INTRODUCTION PROBABI, V1

[8] FOX B, P32571 RAND CORP SAN

[9] IMBEDDED MARKOV-CHAIN ANALYSIS OF A WAITING-LINE PROCESS IN CONTINUOUS-TIME [J]. ANNALS OF MATHEMATICAL STATISTICS, 1959, 30 (03): : 698 - 720

[10] HEYMAN DP, ORC6631 U CAL OP RES