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TU Berlin

Inhalt des Dokuments

Talks

Burak Aksoylu
Variation theory, conditioning and domain decomposition for nonlocal problems [1]

Afaf Bouharguane
Numerical methods for a fractional diffusion/anti-diffusion equation [2]

Nathanial Burch
Symmetric Jump Processes Restricted to a Bounded Domain [3]

Xavier Cabré
Peierls-Nabarro and Fisher-Kpp Type Equations with Fractional Diffusion [4]

Qiang Du
Numerical approximation of nonlocal diffusion and peridynamic models [5]

Husnu Ata Erbay
Doubly Dispersive Nonlocal Nonlinear Wave Equations [6]

Albert Erkip
On some nonlocal nonlinear wave equations [7]

Georg Ganzenmüller
An improved normalisation procedure for the spring-based Peridynamic model of linear elasticity

Christine Georgelin
On Neumann and Oblique Derivatives Boundary Conditions for Non-Local Equations  [8]

Espen R. Jakobsen
Convergent numerical methods for fractional conservation laws and degenerate parablic equations. Schemes and analysis [9]

Grzegorz Karch
Dynamical spike solutions in a nonlocal model of pattern formation [10]

Moritz Kaßmann
Local Regularity for Parabolic Nonlocal Problems

Dorothee Knees
A vanishing viscosity approach in fracture mechanics [11]

Tadele A. Mengesha
Mathematical Analysis of linear peridynamics [12]

Dimitri Puhst
Results on the well-posedness of nonlinear peridynamics [13]

Marc Alexander Schweitzer
Peridynamics for Dynamic Crack Enrichmentin Generalized Finite Element Methods [14]

 

 

 

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