Queuing theory and telecommunications : networks and applications /
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Author / Creator: | Giambene, Giovanni, 1966- |
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Imprint: | New York : Springer, c2005. |
Description: | 1 online resource (xvii, 585 p.) : ill. |
Language: | English |
Subject: | |
Format: | E-Resource Book |
URL for this record: | http://pi.lib.uchicago.edu/1001/cat/bib/8875694 |
Table of Contents:
- Dedication
- Author Biography
- Preface
- Acknowledgments
- Part I. Telecommunication Networks
- 1. Introduction to Telecommunication Networks
- 1.1. Historic steps in the telecommunication era
- 1.2. Standardization bodies in telecommunications
- 1.3. Telecommunication networks: general concepts
- 1.3.1. Transmissions in telecommunication networks
- 1.3.2. Switching techniques in telecommunication networks
- 1.3.3. The ISO/OSI reference model
- 1.3.4. Traffic engineering: general concepts
- 1.3.5. Queuing theory in telecommunications
- 1.4. Transmission media
- 1.4.1. Copper medium: the twisted pair
- 1.4.2. Copper medium: the coaxial cable
- 1.4.3. Wireless medium
- 1.4.4. Optic fibers
- 1.5. Multiplexing hierarchy
- 1.5.1. FDM
- 1.5.2. TDM
- 1.5.3. The E1 bearer structure
- 1.6. The telephone network
- 1.6.1. Digital transmissions through POTS
- 1.6.2. Switching elements in PSTN
- 1.7. Bibliographic references
- 2. Digital Networks
- 2.1. Digital networks introduction
- 2.1.1. X.25-based networks
- 2.1.2. ISDN
- 2.1.3. Frame Relay-based networks
- 2.2. B-ISDN and ATM technology
- 2.2.1. ATM protocol stack
- 2.2.2. Cell format
- 2.2.3. ATM protocol stack
- 2.2.4. Traffic classes and ALL layer protocols
- 2.2.5. ATM switches
- 2.2.6. ATM switch architectures
- 2.2.7. Management of traffic
- 2.2.8. ATM physical later
- 2.2.9. Internet access through ATM over ADSL
- 2.3. Bibliographic references
- 3. IP-based Networks
- 3.1. Introduction
- 3.2. The Internet
- 3.2.1. Introduction to the TCP/IP protocol suite
- 3.2.2. TCP/IP protocol architecture
- 3.3. IP Addressing
- 3.3.1. IPv4 datagram format
- 3.3.2. IP subnetting
- 3.3.3. IP version 6
- 3.4. IP Routing
- 3.4.1. Routing algorithms
- 3.4.2. Interior routing and exterior routing
- 3.5. Transport layer
- 3.5.1. TCP and UDP protocols
- 3.5.2. Port numbers and sockets
- 3.6. IP traffic over ATM networks
- 3.6.1. The LIS method
- 3.6.2. The Next Hop Routing Protocol
- 3.6.3. The integrated approach for IP over ATM
- 3.7. MultiProtocol Label Switching technology
- 3.7.1. Comparison between IP routing and label switching
- 3.7.2. Operations on labels
- 3.7.3. MPLS header
- 3.7.4. MPLS nested domains
- 3.7.5. MPLS forwarding tables
- 3.7.6. Protocols for the creation of an LSP
- 3.7.7. IP/MPLS over ATM
- 3.7.8. MPLS traffic management
- 3.8. GMPLS technology
- 3.9. Next-Generation Networks
- 3.9.1. NGN architecture
- 3.9.2. DWDM technology
- 3.9.3. QoS provision in IP-based networks
- 3.9.4. Voice over IP
- 3.10. Bibliographic references
- Part II. Queuing Theory and Applications
- 4. Survey on Probability Theory
- 4.1. The notion of probability and basic properties
- 4.2. Random variables: basic definitions and properties
- 4.2.1. Sum of independent random variables
- 4.2.2. Minimum and maximum of random variables
- 4.2.3. Comparisons between random variables
- 4.2.4. Moments of the random variables
- 4.2.5. Random variables in the field of telecommunications
- 4.3. Transformations for random variables
- 4.3.1. The probability generating function
- 4.3.2. The characteristic function of a pdf
- 4.3.3. The Laplace transform of a pdf
- 4.4. Methods for the generation of random variables
- 4.4.1. Method of the inverse of the distribution function
- 4.4.2. Method of the transformation
- 4.5. Solved exercises
- 4.6. Bibliographic references
- 5. Markov Chains and Queuing Theory
- 5.1. Queues and stochastic processes
- 5.2. Poisson arrival process
- 5.2.1. Sum of independent Poisson processes
- 5.2.2. Random splitting of a Poisson process
- 5.2.3. Compound Poisson processes
- 5.3. Birth-death Markov chains
- 5.4. Notations for queuing systems
- 5.5. The Little theorem
- 5.6. M/M/1 queue analysis
- 5.7. M/M/1/K queue analysis
- 5.7.1. M/M/S queue analysis
- 5.8. M/M/S/S queue analysis
- 5.9. The M/M/[infinity] queue analysis
- 5.10. Distribution of the queuing delays in the FIFO case
- 5.10.1. M/M/1 case
- 5.10.2. M/M/S case
- 5.11. Erlang-B generalization for non-Poissonian arrivals
- 5.11.1. The traffic types in the M/M/S/S queue
- 5.11.2. Blocking probability for non-Poissonian arrivals
- 5.12. Solved exercises
- 5.13. Bibliographic references
- 6. M/G/1 Queuing Theory and Applications
- 6.1. The M/G/1 queue
- 6.1.1. The M/D/1 case
- 6.2. M/G/1 system delay distribution in the FIFO case
- 6.3. Laplace transform numerical inversion method
- 6.4. Generalizations of the M/G/1 theory
- 6.5. Applications of the M/G/1 analysis to ATM
- 6.6. Different imbedding instants in the M/G/1 theory
- 6.6.1. Chain imbedded to the slot end instants of the output line
- 6.6.2. Chain imbedded to the cell transmission completion
- 6.6.3. Chain imbedded to the message transmission completion
- 6.7. M/G/1 with geometrically distributed messages
- 6.7.1. Chain imbedded to packet transmission completion
- 6.7.2. Chain imbedded to message transmission completion
- 6.8. M/G/1 and differentiated service times
- 6.9. Solved exercises
- 6.10. Bibliographic references
- 7. Local Area Networks Analysis
- 7.1. Introduction
- 7.1.1. Standards for local area networks
- 7.2. Contention-based protocols
- 7.2.1. Aloha protocol
- 7.2.2. Slotted-Aloha protocol
- 7.2.3. The Aloha protocol with ideal capture effect
- 7.2.4. CSMA schemes
- 7.3. Demand-assignment protocols
- 7.3.1. Polling protocol
- 7.3.2. Token passing protocols
- 7.3.3. Analysis of token and polling schemes
- 7.3.4. Reservation Aloha (R-Aloha) protocol
- 7.3.5. Packet Reservation Multiple Access (PRMA) protocol
- 7.3.6. Comparison between CSMA/CD and token protocols
- 7.4. Fixed assignment protocols
- 7.4.1. Frequency Division Multiple Access (FDMA)
- 7.4.2. Time Division Multiple Access (TDMA)
- 7.4.3. Resource reuse in cellular systems
- 7.4.4. Code Division Multiple Access (CDMA)
- 7.5. Solved exercises
- 7.6. Bibliographic references
- 8. Networks of Queues
- 8.1. Introduction
- 8.1.1. Traffic rate equations
- 8.1.2. The Little theorem for the whole network
- 8.2. The Burke theorem
- 8.3. The Jackson theorem
- 8.3.1. Analysis of a queue with feedback
- 8.4. Traffic matrices
- 8.5. Network planning aspects
- 8.6. Solved exercises
- 8.7. Bibliographic references
- Index