42 results on '"MARKOWICH, PETER A."'
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2. Bloch Decomposition-Based Method for High Frequency Waves in Periodic Media
3. Applied partial differential equations: visualization by photography
4. Quantum kinetic theory: modelling and numerics for Bose-Einstein condensation
5. Kinetic Models for Chemotaxis and their Drift-Diffusion Limits
6. Steady States for Streater’s Energy-Transport Models of Self-Gravitating Particles
7. Behavior of the Free Boundary Near Contact Points with the Fixed Boundary for Nonlinear Elliptic Equations
8. Recent Progress on Quantum Hydrodynamic Models for Semiconductors
9. Inverse Doping Problems for Semiconductor Devices
10. Numerical L Methods for Schrödinger Equations
11. Kinetic models for semiconductors
12. Nonequilibrium Problems in Many-Particle Systems
13. Quantum Transport Models for Semiconductors
14. Kinetic Transport Models for Semiconductors
15. Devices
16. Introduction
17. The Drift Diffusion Equations
18. From Kinetic to Fluid Dynamical Models
19. Semiconductor Equations
20. Discretisation of the Stationary Device Problem
21. Introduction
22. A Finite Difference Method for the Basic Stationary Semiconductor Device Equations
23. Singular Perturbation Analysis of the Stationary Semiconductor Device Problem
24. The Stationary Semiconductor Device Equations
25. Analysis of the Basic Stationary Semiconductor Device Equations
26. Mathematical Modeling of Semiconductor Devices
27. Numerical Simulation — A Case Study
28. Socio-Economic Modeling
29. Granular Material Flows
30. Chemotactic Cell Motion and Biological Pattern Formation
31. Free Boundary Problems and Phase Transitions.
32. Chemotactic Cell Motion and Biological Pattern Formation.
33. Granular Material Flows.
34. Reaction-Diffusion Equations — Homogeneous and Heterogeneous Environments.
35. Semiconductor Modeling.
36. Socio-Economic Modeling.
37. Digital Image Processing and Analysis — PDEs and Variational Tools.
38. Wave Equations.
39. Optimal Transportation and Monge-Ampère Equations.
40. The Navier-Stokes and Euler Equations — Fluid and Gas Dynamics.
41. Kinetic Equations: From Newton to Boltzmann.
42. Introduction.
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