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Experimental and Computational Analyses of Pathological Soft Tissues – Towards a Better Understanding of the Pathogenesis of AAA
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Computational Inelasticity of Fibrous Biological Tissues with a Focus on Viscoelasticity, Damage and Rupture

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Computational Inelasticity of Fibrous Biological Tissues with a Focus on Viscoelasticity, Damage and Rupture
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Spectral Analysis of Transmission and Boundary Value Problems for Dirac Operators

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Spectral Analysis of Transmission and Boundary Value Problems for Dirac Operators
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Vibro-Acoustic Simulation of Poroelastic Shell Structures

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Vibro-Acoustic Simulation of Poroelastic Shell Structures
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Schrödinger operators and singular infinite rank perturbations

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Schrödinger operators and singular infinite rank perturbations

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Mortar Domain Decomposition Methods for Quasilinear Problems and Applications

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Mortar Domain Decomposition Methods for Quasilinear Problems and Applications

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Thomas Traub
A Kernel Interpolation Based Fast Multipole Method for Elastodynamic Problems

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Experimental and Computational Analyses of Pathological Soft Tissues – Towards a Better Understanding of the Pathogenesis of AAA

Computational Inelasticity of Fibrous Biological Tissues with a Focus on Viscoelasticity, Damage and Rupture

Computational Inelasticity of Fibrous Biological Tissues with a Focus on Viscoelasticity, Damage and Rupture

Spectral Analysis of Transmission and Boundary Value Problems for Dirac Operators

Spectral Analysis of Transmission and Boundary Value Problems for Dirac Operators

Vibro-Acoustic Simulation of Poroelastic Shell Structures

Vibro-Acoustic Simulation of Poroelastic Shell Structures

Schrödinger operators and singular infinite rank perturbations

Schrödinger operators and singular infinite rank perturbations

Mortar Domain Decomposition Methods for Quasilinear Problems and Applications

Mortar Domain Decomposition Methods for Quasilinear Problems and Applications

A Kernel Interpolation Based Fast Multipole Method for Elastodynamic Problems

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