Pricing Communication Networks: Economics, Technology and Modelling
Recent technology advances, combined with the deregulation of the telecommunication market and the proliferation of the internet, have created a highly competitive environment for communication service prividers. Pricing is no longer as simple as picking an appropriate model for a particular contract. There is a real need for a book that explains the provision of new services, the relation between pricing and resource allocation in networks; and the emergence of the internet and how to price it.
Pricing Communication Networks provides a framework of mathematical models for pricing these multidimensional contracts, and includes background in network services and contracts, network techonology, basic economics, and pricing strategy. It can be used by economists to fill in the gaps in their knowledge of network services and technology, and for engineers and operational researchers to gain the background in economics required to price communication services effectively.
* Provides a broad overview of network services and contracts
* Includes a primer on modern network technology and the economic concepts relevant to pricing and competition
* Includes discussion of mathematical models of traffic flow to help describe network capability and derive pricing strategies
* Includes coverage of specialist topics, such as regulation, multicasting, and auctions
* Illustrated throughout by detailed real examples
* Suitable for anyone with an understanding of basic calculus and probability
Primarily aimed at graduate students, researchers and practitioners from electrical engineering, computer science, economics and operations research Pricing Communication Networks will also appeal to telecomms engineers working in industry.
List of Acronyms.
Pricing and Communications Networks.
Network Services and Contracts.
Network Constraints and Effective Bandwidths.
Charging Guaranteed Services.
Charging Flexible Contracts.
D: SPECIAL TOPICS.
Appendix A: Lagrangian Methods for Constrained Optimization.
Appendix B: Convergence of Tatonnement.