Integration of streaming services and TCP data transmission in the Internet

Performance Evaluation

Volumn 62, Issue 1-4, 2005, Pages 263-277

  Antunes, N ^a   Fricker, C ^a   Guillemin, F ^b   Robert, Ph ^a  

^a INRIA   (France)

^b France Telecom R and D   (France)

Author keywords

Bandwidth allocation; Integration of services; Perturbation theory; Processor sharing queues; Reduced service rate approximation; Variable M M 1 queue

Indexed keywords

DATA TRANSFER; FREQUENCY ALLOCATION; MARKOV PROCESSES; NETWORK PROTOCOLS; PERTURBATION TECHNIQUES; SERVERS; TELECOMMUNICATION SERVICES; TELECOMMUNICATION TRAFFIC;

INTEGRATION OF SERVICES; PERTURBATION THEORY; PROCESSOR SHARING QUEUE; REDUCED SERVICE RATE APPROXIMATION; VARIABLE M/M/1 QUEUE;

INTERNET;

EID: 24144452857     PISSN: 01665316     EISSN: None     Source Type: Journal    
DOI: 10.1016/j.peva.2005.07.006     Document Type: Conference Paper

References (13)

1. L. Massoulié, and J. Roberts Bandwidth sharing: objectives and algorithms, INFOCOM '99 Proceedings of the 18th Annual Joint Conference of the IEEE Computer and Communications Societies 1999 1395 1403
2. F. Delcoigne, A. Proutière, and G. Régnié Modeling integration of streaming and data traffic Proceedings of the ITC Specialist Seminar on IP Traffic Würzburg, Germany 2002
3. T. Bonald, and A. Proutière On Performance Bounds for the Integration of Elastic and Adaptive Streaming Traffic 2004 ACM Sigmetrics/Performance
4. N. Antunes, C. Fricker, F. Guillemin, P. Robert, Perturbation analysis of a variable M/M/1 queue: a probabilistic approach, submitted for publication.
5. R. Núñez-Queija, and O. Boxma Analysis of a multi-server queueing model of ABR J. Appl. Math. Stoch. An. 11 1998 339 354
6. R. Núñez-Queija Sojourn times in non-homogeneous QBD processes with processor sharing Stoch. Mod. 2001 61 92
7. R. Núñez-Queija Sojourn times in a processor sharing queue with service interruptions Queueing Syst. 34 2000 351 386
8. R. Núñez Queija, E. Altman, and K. Avrachenkov Perturbation analysis for denumerable markov chains with application to queueing models Adv. Appl. Prob. 36 3 2004 839 853
9. O. Boxma, and I. Kurkova The M/G/1 queue with two service speeds Adv. Appl. Prob. 33 2 2002 520 540
10. C. Fricker, F. Guillemin, P. Robert, Perturbation analysis of an M/M/1 queue in a diffusion random environment, preprint, January 2004.
11. J. Grandell Point processes and random measures Adv. Appl. Prob. 9 1977 502 526
12. N. Antunes, C. Fricker, F. Guillemin, P. Robert, Perturbation analysis of the area swept under the queue length process of a variable M/M/1 queue, URL: http://www-rocq.inria.fr/robert/src/papers/2005-1full. pdf, January 2005.
13. J.W. Cohen The Single Server Queue 2nd ed. 1982 North-Holland Amsterdam