Add to ORKGConvergence and stability results for least squares inverse problems involving systems described by analytic semigroups are presented. The practical importance of these results is demonstrated by application to several examples from problems of estimation of material parameters in flexible structures using accelerometer data
Esta Tesis abarca el estudio de métodos de regularización para problemas inversos mal condicionados ...
We establish Lipschitz stability properties for a class of inverse problems. In that class, the asso...
Gegenstand dieser Arbeit ist die Lösung von Integralgleichungen in Hilberträumen mit reproduzierende...
We present new convergence and stability results for least squares inverse problems involving system...
We present new convergence and stability results for least squares inverse problems involving system...
A theoretical framework is presented that can be used to treat approximation techniques for very gen...
A series of numerical examples is reported and several algorithms compared for estimation of coeffic...
An abstract approximation framework and convergence theory for the identification of thermoelastic s...
A theoretical framework for proposed "weak Tau" type of approximation schemes is considere...
summary:An approximate inverse sequence of plane continua is constructed which negatively answers a ...
ABSTRACT 9 We present a theoretical framework that can be used to treat approximation techniques for...
We develop a general convergence analysis for a class of inexact Newton-type regularizations for sta...
In this work we analyze error estimates for rational approximation methods, and their stabilizations...
The determination of the displacement and the space-dependent force acting on a vibrating structure ...
Diese Arbeit befasst sich mit dem nichtlinearen inversen Problem der Identifizierung der Materialpar...
Esta Tesis abarca el estudio de métodos de regularización para problemas inversos mal condicionados ...
We establish Lipschitz stability properties for a class of inverse problems. In that class, the asso...
Gegenstand dieser Arbeit ist die Lösung von Integralgleichungen in Hilberträumen mit reproduzierende...
We present new convergence and stability results for least squares inverse problems involving system...
We present new convergence and stability results for least squares inverse problems involving system...
A theoretical framework is presented that can be used to treat approximation techniques for very gen...
A series of numerical examples is reported and several algorithms compared for estimation of coeffic...
An abstract approximation framework and convergence theory for the identification of thermoelastic s...
A theoretical framework for proposed "weak Tau" type of approximation schemes is considere...
summary:An approximate inverse sequence of plane continua is constructed which negatively answers a ...
ABSTRACT 9 We present a theoretical framework that can be used to treat approximation techniques for...
We develop a general convergence analysis for a class of inexact Newton-type regularizations for sta...
In this work we analyze error estimates for rational approximation methods, and their stabilizations...
The determination of the displacement and the space-dependent force acting on a vibrating structure ...
Diese Arbeit befasst sich mit dem nichtlinearen inversen Problem der Identifizierung der Materialpar...
Esta Tesis abarca el estudio de métodos de regularización para problemas inversos mal condicionados ...
We establish Lipschitz stability properties for a class of inverse problems. In that class, the asso...
Gegenstand dieser Arbeit ist die Lösung von Integralgleichungen in Hilberträumen mit reproduzierende...