Network Tomography
Providing the first truly comprehensive overview of Network Tomography - a novel network monitoring approach that makes use of inference techniques to reconstruct the internal network state from external vantage points - this rigorous yet accessible treatment of the fundamental theory and algorithms of network tomography covers the most prominent results demonstrated on real-world data, including identifiability conditions, measurement design algorithms, and network state inference algorithms, alongside practical tools for applying these techniques to real-world network management. It describes the main types of mathematical problems, along with their solutions and properties, and emphasizes the actions that can be taken to improve the accuracy of network tomography. With proofs and derivations introduced in an accessible language for easy understanding, this is an essential resource for professional engineers, academic researchers, and graduate students in network management and network science.
- The first truly comprehensive overview of network tomography theory and algorithms
- Presents useful tools for practitioners interested in applying network tomography techniques to network management
- Introduces proof and derivation techniques in an accessible style, using consistent notation
Product details
May 2021Adobe eBook Reader
9781108383783
0 pages
This ISBN is for an eBook version which is distributed on our behalf by a third party.
Table of Contents
- Introduction
- 1. Preliminaries
- 2. Fundamental conditions for additive network tomography
- 3. Monitor placement for additive network tomography
- 4. Measurement path construction for additive network tomography
- 5. Fundamental conditions for Boolean network tomography
- 6. Measurement design for Boolean network tomography
- 7. Stochastic network tomography using unicast measurements
- 8. Stochastic network tomography using multicast measurements
- 9. Other applications and miscellaneous techniques
- Appendix datasets for evaluations
- Index.