Reinhard Illner
Affiliations: | University of Victoria, Victoria, British Columbia, Canada |
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MathematicsGoogle:
"Reinhard Illner"
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Publications
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Agueh M, Carlier G, Illner R. (2015) Remarks On A Class Of Kinetic Models Of Granular Media: Asymptotics And Entropy Bounds Kinetic and Related Models. 8: 201-214 |
Herty M, Illner R. (2012) Coupling of non-local driving behaviour with fundamental diagrams Kinetic and Related Models. 5: 843-855 |
Illner R, McGregor G. (2012) On a Functional-Differential Equation Arising from a Traffic Flow Model Siam Journal On Applied Mathematics. 72: 623-645 |
Sospedra-Alfonso R, Agueh M, Illner R. (2012) Global Classical Solutions of the Relativistic Vlasov–Darwin System with Small Cauchy Data: The Generalized Variables Approach Archive For Rational Mechanics and Analysis. 205: 827-869 |
Herty M, Illner R. (2010) Analytical and numerical investigations of refined macroscopictraffic flow models Kinetic and Related Models. 3: 311-333 |
Sospedra-Alfonso R, Illner R. (2010) Classical solvability of the relativistic Vlasov–Maxwell system with bounded spatial density Mathematical Methods in the Applied Sciences. 33: 751-757 |
Herty M, Illner R. (2008) On Stop-and-Go waves in dense traffic Kinetic and Related Models. 1: 437-452 |
Bartier J, Dolbeault J, Illner R, et al. (2007) A qualitative study of linear drift-diffusion equations with time-dependent or degenerate coefficients Mathematical Models and Methods in Applied Sciences. 17: 327-362 |
Junk M, Illner R. (2007) A New Derivation of Jeffery’s Equation Journal of Mathematical Fluid Mechanics. 9: 455-488 |
Herty M, Illner R, Klar A, et al. (2006) Qualitative Properties of Solutions to Systems of Fokker-Planck Equations for Multilane Traffic Flow Transport Theory and Statistical Physics. 35: 31-54 |