Pages that link to "Item:Q2703369"

The following pages link to \(L^1\) stability of conservation laws for a traffic flow model (Q2703369):

Displaying 17 items.

• Conservation form of Helbing's fluid dynamic traffic flow model (Q414229) (← links)
• The zero relaxation limit for the Aw-Rascle-Zhang traffic flow model (Q667874) (← links)
• The zero relaxation limit for the hydrodynamic Whitham traffic flow model (Q1377546) (← links)
• Well-posedness theory of an inhomogeneous traffic flow model (Q1599908) (← links)
• Fractal dynamical model of vehicular traffic flow within the local fractional conservation laws (Q1724624) (← links)
• Global solutions of nonconcave hyperbolic conservation laws with relaxation arising from traffic flow (Q1874487) (← links)
• Stability of a traffic flow model with nonconvex relaxation (Q2493642) (← links)
• Approximations of Lyapunov functionals for ISS analysis of a class of higher dimensional nonlinear parabolic PDEs (Q2663908) (← links)
• Global solutions and zero relaxation limit for a traffic flow model (Q2727764) (← links)
• Conservation laws with local flux constraints arising in traffic flow modeling (Q3465122) (← links)
• Global Entropy Solutions and Zero Relaxation Limit for Greenberg--Klar--Rascle Multilane Traffic Flow Model (Q5051692) (← links)
• New Regularity Results for Scalar Conservation Laws, and Applications to a Source-Destination Model for Traffic Flows on Networks (Q5081151) (← links)
• Analytical method to solve the local fractional vehicular traffic flow model (Q6139758) (← links)
• A generalized local fractional LWR model of vehicular traffic flow and its solution (Q6193145) (← links)
• Global well-posedness and asymptotic behavior of \(BV\) solutions to a system of balance laws arising in traffic flow (Q6196442) (← links)
• Global \(BV\) solutions to a system of balance laws from traffic flow (Q6613507) (← links)
• Backstepping control of a class of space-time-varying linear parabolic PDEs via time invariant kernel functions (Q6640591) (← links)