Illner, Reinhard - Department of Mathematics and Statistics, University of Victoria

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Illner, Reinhard - Department of Mathematics and Statistics, University of Victoria

Qualitative Properties of Solutions to Systems of Fokker-Planck Equations for Multilane Trac
VLASOV-FOKKER-PLANCK MODELS FOR MULTILANE TRAFFIC FLOW
LIMITATIONS ON THE CONTROL OF SCHRODINGER EQUATIONS
MARVIN SHINBROT: 1928 -1987 Reinhard Illner
On Diffusive Equilibria in Generalized Kinetic Theory
On Blowup for Gain-Term-Only classical and relativistic Boltzmann equations
On Stop-and-Go Waves in Dense Traffic December 20, 2007
On Vlasov-Fokker-Planck Type Kinetic Models for Multilane Traffic Flow
Modeling with Dynamical Systems and Kinetic Equations
Stellar Dynamics and Plasma Physics with Corrected Potentials: Vlasov, Manev, Boltzmann, Smoluchowski
Entropy methods for kinetic models of trac ow Jean DOLBEAULT
Discrete velocity models with general boundary conditions in a slab Carlo Cercignani
Kinetic and Diffusive Descriptions of Dynamical Systems with High-Frequency
A new derivation of Jeffery's equation Michael Junk
Manuscript submitted to Website: http://AIMsciences.org AIMS' Journals
VLASOV-FOKKER-PLANCK MODELS FOR MULTILANE TRAFFIC FLOW
KINETIC EQUILIBRIA IN TRAFFIC FLOW MODELS Reinhard Illner 1 , Cristina Stoica 1
GLOBAL CLASSICAL SOLUTIONS OF THE RELATIVISTIC VLASOV-DARWIN SYSTEM WITH SMALL CAUCHY DATA
ON A FUNCTIONAL-DIFFERENTIAL EQUATION ARISING FROM A TRAFFIC FLOW MODEL
Edge Removal in Random Contact Networks and the Basic Reproduction Number
JOURNAL OF GEOPHYSICAL RESEARCH, VOL. ???, XXXX, DOI:10.1029/, Smoluchowski Coagulation Models Of Sea Ice Thickness1
ON A FUNCTIONAL-DIFFERENTIAL EQUATION ARISING FROM A TRAFFIC FLOW MODEL
Edge Removal in Random Contact Networks1 and the Basic Reproduction Number2
On Random Dynamical Systems and Levels of Their Description