Abstract
Queueing theory is a very useful means for performance prediction during the system design phase, for resource dimensioning and for planning of networks according to load andquality of service figures. In this paper, an overview is given about traffic models for ATM traffic sources, generic ATM traffic control models and performance evaluation methods.
Similar content being viewed by others
Explore related subjects
Discover the latest articles, news and stories from top researchers in related subjects.References
ITG-Recommendation 1.2-03 on Teletraffic Terms, Draft (1995).
F. Schoute, Simple decision rules for acceptance of mixed traffic streams,Proc. ITC 12 (1988) paper 4.2 A.5.
H. Heffes and D.M. Lucantoni, A Markov modulated characterization of packetized voice and data traffic and related statistical multiplexer performance, IEEE J. SAC 4(6) (1986) 856–867.
D.M. Lucantoni, K.S. Meier-Hellstern and M.F. Neuts, A single server queue with server vacations and a class of non-renewal arrival processes, Univ. of Arizona, Systems and Ind. Engin. Dept., Working Paper 88-008 (1988).
R. Grünenfelder, J. Cosmas, S. Manthorpe and A. Odinma-Okafor, Characterization of video codecs as autoregressive moving average processes and related queueing system performance, IEEE J. SAC 9(3) (1991) 284–293.
P. Castelli, E. Cavallero and A. Tonietti, Policing and cell admission problems in ATM networks,Proc. ITC 13 (1991) 847–852.
W.E. Leland, M.S. Taqqu, W. Willinger and D.V. Wilson, On the self-similar nature of Ethernet traffic, IEEE/ACM Trans. Networking 2(1) (1994) 1–15.
P.J. Kuehn, Input process model GMDP, RACE 1022 Document UST_123_003_CD_CC (1988).
J.P. Cosmas et al., A review of voice, data and video traffic models for ATM, Euro. Trans. Telecom. 5(2) (1944) 11–26.
K. Sriram and W. Whitt, Characterizing superposition arrival processes in packet multiplexers for voice and data, IEEE J. SAC 4(6) (1986) 833–846.
C. Blondia, A discrete time Markovian arrival process, RACE 1022 Document PRLB_123_ 0015_CD_CC (1989).
J.Y. Hui,Switching and Traffic Theory for Integrated Broadband Networks (Kluwer, London, 1991).
R.O. Onvural,Asynchronous transfer mode networks: Performance issues (Artech House, Boston/sLondon, 1994).
R. Händel, M.N. Huber and S. Schröder,ATM Networks, Concepts, Protocols, Applications (Addison-Wesley, Wokingham, 1994).
Proc. Int. Teletraffic Congress (ITC).
V.A. Bolotin, J.G. Kappel and P.J. Kuehn (eds.),Teletraffic Analysis of ATM Systems, Special Issue: IEEE J. SAC 9(3) (1991).
P.J. Kühn, R. Lehnert and G. Gallassi (eds.),Teletraffic Research for Broadband-ISDN in the RACE Programme, Special Issue: Euro. Trans. Telecomm. 5(2) (1994).
V.A. Bolotin, P.J. Kuehn, C.d. Pack and R.A. Skoog (eds.),Common Channel Signalling Networks: Performance, Engineering, Protocols and Capacity Management, Special Issue: IEEE J. SAC 12(3) (1994).
H. Saito,Teletraffic Technologies in ATM Networks (Artech House, Boston/London, 1994).
P.J. Kuehn, Approximate analysis of general queueing networks by decomposition, IEEE Trans. Commun. 27(1) (1979) 113–126.
J. Roberts (ed.), COST 224, Performance evaluation and design of multiservice networks, Final Report, Commission of the Euro. Communities, EUR 14152 EN (1992).
D. Anick, D. Mitra and M. Sondhi, Stochastic theory of a data handling system with multiple sources, BSTJ 61(8) (1982) 1871–1894.
J. Roberts, Queueing models for variable bitrate traffic streams, AEÜ 47(5/6) (1993) 435–439.
H. Kröner, G. Hébuterne, P. Boyer and A. Gravey, Priority management in ATM switching nodes, IEEE J. SAC 9(3) (1991) 418–427.
H. Kröner, M. Eberspächer, T.H. Theimer, P.J. Kühn and U. Briem, Approximate analysis of the end-to-end delay in ATM networks,Proc. IEEE INFOCOM '92, Florence (1992) pp. 978–986.
Author information
Authors and Affiliations
About this article
Cite this article
Kuehn, P.J. Reminder on queueing theory for ATM networks. Telecommunication Systems 5, 1–24 (1996). https://doi.org/10.1007/BF02109724
Issue Date:
DOI: https://doi.org/10.1007/BF02109724