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What is Ill-Posed Linear Inverse Problem

Chapter 38
Encyclopedia of Internet Technologies and Applications
A linear inverse problem can be described by the equation: m = A d, where m is the observed data, A is a linear operator and d is the unknown parameter. When the dimension of the kernel of A is greater than zero, the problem is said to be ill-posed.
Published in Chapter:
Issues and Applications of Internet Traffic Modelling
Rachel Babiarz (France Telecom R&D Division, France) and Jean-Sebastien Bedo (France Telecom R&D Division, France)
Copyright: © 2008 |Pages: 6
DOI: 10.4018/978-1-59140-993-9.ch038
Abstract
Traffic modelling has always been the prior to numerous network engineering tasks like network planning or bandwidth yield management. It is still a huge research domain mainly based on advanced signal processing techniques. It can also help to better understand the underlying aspects of the usage of a telecommunication technology as well as to forecast its evolutions.
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