General Catalogue
Mathematics Department
Science Mathematics
Academic Papers
Page 15
Code |
Number |
Title of Articles |
Authors |
Organisation |
Date publ. |
1301 |
000197 |
Convergence of Diffusive BGK Approximations for Nonlinear Strongly Parabolic Systems |
Corrado Lattanzio and Roberto Natalini |
|
25.05.02 |
1301 |
000198 |
A Wave Front Tracking Algorithm for NxN Non Genuinely Nonlinear Conservation Laws |
Fabio Ancona and Andrea Marson |
|
25.05.02 |
1301 |
000199 |
Convergence Results for an Inhomogeneous System Arising in Various High Frequency Approximations |
Laurent Gosse and Francois James |
|
25.05.02 |
1301 |
000200 |
Kenneth Hvistendahl Karlsen and Nils Henrik Risebro |
|
25.05.02 |
|
1301 |
000201 |
Stefano Bianchini and Rinaldo M. Colombo |
|
25.05.02 |
|
1301 |
000202 |
Solution of Two-Dimensional Riemann Problems for Gas Dynamics |
Alexander Kurganov and Eitan Tadmor |
|
25.05.02 |
1301 |
000203 |
Stefano Bianchini and Alberto Bressan |
|
25.05.02 |
|
1301 |
000204 |
An Adaptive Finite-difference Method for Traveltimes and Amplitudes |
Jianliang Qian and William W. Symes |
|
25.05.02 |
1301 |
000205 |
Jianliang Qian and William W. Symes |
|
25.05.02 |
|
1301 |
000206 |
Phenomenological Model of Filtration Processes: 1. Cake Formation and Expression |
R. Brger, F. Concha, and K. H. Karlsen |
|
25.05.02 |
1301 |
000207 |
Entropy Satisfying Flux Vector Splittings and Kinetic BGK Models |
F. Bouchut |
|
25.05.02 |
1301 |
000208 |
Global Existence of Weak Solution for a Nonstrictly Hyperbolic System of Conservation Laws |
Feimin Huang |
|
25.05.02 |
1301 |
000209 |
A BGK Approximation to Nonlinear Parabolic Initial-Boundary Value Problems |
Francesca Guarguaglini and Andrea Terracina |
|
25.05.02 |
1301 |
000210 |
Convergence of Singular Limits for Multi-D Semilinear Hyperbolic Systems to Parabolic Systems |
Donatella Donatelli and Pierangelo Marcati |
|
25.05.02 |
I 1-14 I 15-28 I 29-42 I 43-56 I 57-70 I 71-84I 85-98 I 99-112I 113-126 I 127-140 I 141-154 I 155-168 I 169-182 I 183-196 I 211-227 I 228-238 I