Code

Number

Title of Articles

Authors

Organisation

Date publ.

1301

000155

 Pointwise Error Estimates For Relaxation Approximations to Conservation Laws

 Eitan Tadmor and Tao Tang

 25.05.02

1301

000156

On the Regularity of Approximate Solutions to Conservation Laws with Piecewise Smooth Solutions

Tao Tang and Z.-H. Teng

 25.05.02

1301

000157

On a Glimm Type Functional for a special Jin-Xin Relaxation Model

Stefano Bianchini

 25.05.02

1301

000158

Viscous Profiles for Traveling Waves of Scalar Balance Laws: The Canard Case

J. Hrterich

 25.05.02

1301

000159

Operator Splitting Methods for Degenerate Convection-Diffusion Equations II: Numerical Examples with Emphasis on Reservoir Simulation and Sedimentation

Helge Holden, Kenneth Hvistendahl Karlsen, and Knut-Andreas Lie

 25.05.02

1301

000160

Hyperbolic Systems with Supercharacteristic Relaxations and Roll Waves

Shi Jin and Markos Katsoulakis

 25.05.02

1301

000161

The Random Projection Method for Hyperbolic Systems with Stiff Reaction Terms

Weizhu Bao and Shi Jin

 25.05.02

1301

000162

Error Estimates on the Random Projection Methods for Hyperbolic Systems with Stiff Reaction Terms

Weizhu Bao and Shi Jin

 25.05.02

1301

000163

The Random Projection Method for Stiff Detonation Waves

Weizhu Bao and Shi Jin

 25.05.02

1301

000164

Time-Periodic Solutions for a Scalar Conservation Law

S. Takeno

 25.05.02

1301

000165

A Note on Front Tracking and the Equivalence between Viscosity Solutions of Hamilton-Jacobi Equations and Entropy Solutions of Scalar Conservation Laws

Kenneth Hvistendahl Karlsen and Nils Henrik Risebro

 25.05.02

1301

000166

Operator Splitting Methods for Systems of Convection-Diffusion Equations: Nonlinear Error Mechanisms and Correction Strategies

K. Hvistendahl Karlsen, K.-A. Lie, J. R. Natvig, H. F. Nordhaug, and H. K. Dahle

 25.05.02

1301

000167

Convergence of a Relaxation Approximation to a Boundary Value Problem for Conservation Laws

R. Natalini and A. Terracina

 25.05.02

1301

000168

Long-Time Diffusive Behavior of Solutions to a Hyperbolic Relaxation System

H. Liu and R. Natalini

 25.05.02