Junk, Michael - Fachbereich Mathematik und Statistik, Universität Konstanz

• preprint --preprint --preprint --preprint --preprint Maximum entropy moment system of the semiconductor
• preprint --preprint --preprint --preprint --preprint Exact closure relations for the maximum entropy
• preprint --preprint --preprint --preprint --preprint A new derivation of Jeffery's equation
• preprint --preprint --preprint --preprint --preprint A one-point boundary condition for the lattice Boltzmann method
• preprint --preprint --preprint --preprint --preprint Understanding the Porosity Dependence of Heat
• On the relation between lattice variables and physical quantities in lattice
• preprint --preprint --preprint --preprint --preprint Deterministic Particle Methods for High
• preprint --preprint --preprint --preprint --preprint Quasi-Monte Carlo Algorithms for Diffusion
• preprint --preprint --preprint --preprint --preprint Under consideration for publication in Euro. Jnl of Applied Mathematics 1
• preprint --preprint --preprint --preprint --preprint Maximum Entropy Moment Systems and Galilean
• preprint --preprint --preprint --preprint --preprint The Finite-Volume-Particle Method for
• preprint --preprint --preprint --preprint --preprint Consistency analysis of mesh-free methods for
• preprint --preprint --preprint --preprint --preprint A NEW PERSPECTIVE ON KINETIC SCHEMES
• preprint --preprint --preprint --preprint --preprint Kinetic Schemes in the case of low Mach
• preprint --preprint --preprint --preprint --preprint Kinetic derivation of a finite difference scheme for the
• preprint --preprint --preprint --preprint --preprint Asymptotic analysis of finite difference methods
• preprint --preprint --preprint --preprint --preprint A Kinetic Approach to Hyperbolic Systems
• preprint --preprint --preprint --preprint --preprint LBM Discrete Dynamics and Finite
• preprint --preprint --preprint --preprint --preprint A Finite Difference Interpretation of the Lattice
• preprint --preprint --preprint --preprint --preprint Asymptotic Analysis of Lattice Boltzmann
• preprint --preprint --preprint --preprint --preprint Under consideration for publication in Euro. Jnl of Applied Mathematics 1
• preprint --preprint --preprint --preprint --preprint On the approximation of kinetic equations by
• preprint --preprint --preprint --preprint --preprint Asymptotic Analysis of the Lattice Boltzmann
• preprint --preprint --preprint --preprint --preprint Rigorous Navier-Stokes Limit of the Lattice
• preprint --preprint --preprint --preprint --preprint Mathematical Models and Methods in Applied Sciences
• preprint --preprint --preprint --preprint --preprint Mathematical Models and Methods in Applied Sciences
• preprint --preprint --preprint --preprint --preprint Electronic Journal of Differential Equations, Vol. 2003(2003), No. 26, pp. 121.
• preprint --preprint --preprint --preprint --preprint The Lattice Boltzmann Method for Two-Phase
• Preprint 24th EU PVSEC, 2009, Hamburg FITTING OF LATERAL RESISTANCES IN SILICON SOLAR CELLS
• preprint --preprint --preprint --preprint --preprint MAXIMUM ENTROPY MOMENT PROBLEMS AND
• preprint --preprint --preprint --preprint --preprint Do Finite Volume Methods Need a Mesh?
• preprint --preprint --preprint --preprint --preprint A QMC Approach for High Dimensional
• preprint --preprint --preprint --preprint --preprint Meshless methods for conservation laws
• preprint --preprint --preprint --preprint --preprint Asymptotic analysis of finite difference
• preprint --preprint --preprint --preprint --preprint --Domain of definition of Levermore's
• preprint --preprint --preprint --preprint --preprint Junk, M.; Yang, Z.
• preprint --preprint --preprint --preprint --preprint A limiter based on kinetic theory