Search Results - "Neuts, Marcel F."

Modelling vehicular traffic using the discrete time Markovian arrival process.

Authors: Alfa, Attahiru Sule Neuts, Marcel F.

Source: Transportation Science; May 1995, Vol. 29, p109-117, 9p

A Multiserver Queue with Thresholds for the Acceptance of Customers into Service.

Authors: Neuts, Marcel F. Nadarajan, R.

Source: Operations Research. Sep/Oct1982, Vol. 30 Issue 5, p948. 13p.

Explicit Steady-state Solutions to Some Elementary Queueing Models.

Authors: Neuts, Marcel F.¹

Source: Operations Research. May/Jun1982, Vol. 30 Issue 3, p480. 10p.

Queues Solvable without Rouche's Theorem.

Authors: Neuts, Marcel F.¹

Source: Operations Research. Jul/Aug1979, Vol. 27 Issue 4, p767. 15p.

ALGORITHMIC SOLUTION OF SOME QUEUES WITH OVERFLOWS.

Authors: Neuts, Marcel F. Kumar, Seshavadhani

Source: Management Science (INFORMS). Aug1982, Vol. 28 Issue 8, p925-935. 11p.

A MARKOVIAN QUEUE WITH N SERVERS SUBJECT TO BREAKDOWNS AND REPAIRS.

Authors: Neuts, Marcel F. Lucantoni, David M.

Source: Management Science (INFORMS). Sep79, Vol. 25 Issue 9, p849-861. 13p.

Probability Modeling in ORSA: A Personal Perspective .

Authors: Neuts, Marcel F.

Source: Interfaces. Sep/Oct93, Vol. 23 Issue 5, p13-19. 7p.

The Infinite-Server Queue with Poisson Arrivals and Semi-Markovian Services.

Authors: Neuts, Marcel F. Shun-Zer Chen

Source: Operations Research. Mar/Apr1972, Vol. 20 Issue 2, p425-433. 9p.

AN EXACT COMPARISON OF THE WAITING TIMES UNDER THREE PRIORITY RULES.

Authors: Nair, S. Sreekantan Neuts, Marcel F.

Source: Operations Research. Mar/Apr1971, Vol. 19 Issue 2, p414-423. 10p.

A PRIORITY RULE BASED ON THE BANKING OF THE SERVICE TIMES FOR THE M/G/1 QUEUE.

Authors: Nair, S. Sreekantan Neuts, Marcel F.

Source: Operations Research. May/Jun1969, Vol. 17 Issue 3, p466-477. 12p.

AN ALTERNATIVE PROOF OF A THEOREM OF TAKÁCS ON THE GI/M/1 QUEUE.

Authors: Neuts, Marcel F.¹

Source: Operations Research. Mar/Apr1966, Vol. 14 Issue 2, p313. 4p.

THE DISTRIBUTION OF THE MAXIMUM LENGTH OF A POISSON QUEUE DURING A BUSY PERIOD.

Authors: Neuts, Marcel F.¹

Source: Operations Research. Mar/Apr1964, Vol. 12 Issue 2, p281-285. 5p.

The Waiting Time Distribution for a TDMA Model With a Finite Buffer and State-Dependent Service.

Authors: Neuts, Marcel F. Guo, Jun Zukerman, Moshe

Source: IEEE Transactions on Communications; September 2005, Vol. 53 Issue 9, p1522-1533, 12p

A queueing model for meteor burst packet communication systems.

Authors: Chandramouli, Y. Neuts, Marcel F. Ramaswami, V.

Source: IEEE Transactions on Communications; October 1989, Vol. 37, p1024-1030, 7p

On the Time Reversal of Markovian Arrival Processes.

Authors: Andersen, Allan T. Neuts, Marcel F. Friis Nielsen, Bo

Source: Stochastic Models. May2004, Vol. 20 Issue 2, p237-260. 24p. 1 Diagram, 3 Graphs.

Lower Order Moments of Inter-transition Times in the Stationary QBD Process.

Authors: Andersen, Allan T. Neuts, Marcel F. Nielsen, Bo Friis

Source: Methodology & Computing in Applied Probability. Dec2000, Vol. 2 Issue 4, p339-357. 19p. 1 Graph.

ON EPISODIC QUEUES.

Authors: Qi-Ming He Neuts, Marcel F.

Source: SIAM Journal on Matrix Analysis & Applications. 1997, Vol. 18 Issue 1, p223-248. 26p.

Subjects: Queuing theory, Stochastic processes, Management science, Markov processes, Algorithms, Algebra

The input/output process of a queue.

Authors: Neuts, Marcel F. Li, Jian-Min

Source: Applied Stochastic Models in Business & Industry. Jan-Mar2000, Vol. 16 Issue 1, p11-21. 11p.

MATRIX-ANALYTIC STOCHASTIC MODELS.

Authors: Neuts, Marcel F.¹

Source: Encyclopedia of Operations Research & Management Science. 2001, p499-503. 5p.

Point Processes Competing for Runs: A New Tool for their Investigation.

Authors: Neuts, Marcel F. Jian-Min Li

Source: Methodology & Computing in Applied Probability. Juy1999, Vol. 1 Issue 1, p29-53. 25p. 1 Chart, 10 Graphs, 8 Maps.