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The mathematical foundations of dynamic user equilibrium
Terry L. Friesz
, Ke Han
Harold and Inge Marcus Department of Industrial and Manufacturing Engineering
Center for Interdisciplinary Mathematics
Research output
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Contribution to journal
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Article
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peer-review
61
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Keyphrases
Dynamic User Equilibrium
100%
Differential Variational Inequality
100%
Mathematical Foundations
100%
Fixed Point Method
40%
First-order
20%
Variational Inequality
20%
Cournot
20%
Traffic Assignment
20%
Variational Inequality Formulation
20%
Equilibrium Problem
20%
Two-point Boundary Value Problem
20%
Single Reference
20%
Conservation Constraint
20%
Dynamic Traffic Assignment
20%
Cooperative Game
20%
Flow Conservation
20%
Pontryagin
20%
Computer Science
Fixed Points
100%
Dynamic Traffic
50%
Assignment Problem
50%
Intrinsic Property
50%
Boundary Value Problems
50%
Destination Pair
50%
Single Reference
50%
Flow Conservation Constraint
50%
Mathematics
Variational Inequality
100%
Necessary Condition
33%
Fixed Points
33%
Equilibrium Problem
16%
Noncooperative Game
16%
Intrinsic Property
16%
Two-Point Boundary Value Problem
16%
Economics, Econometrics and Finance
Cournot
100%
Noncooperative Game
100%
Social Sciences
Variational Inequality
100%
Pedagogics
16%
Noncooperative Game
16%