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Publications
Citations
Published work has been cited 800 times in the Institute
for Scientific Information databases.
Books and
Edited Works
1. Dynamic Optimization and Differential
Games (T. L. Friesz), Springer, 2008 (isbn 0387727776, in press)
2. Network Analysis (T. L. Friesz), Springer (under contract)
3. Nonlinear Programming (T. L. Friesz), Springer (under contract)
4. Network Science, Nonlinear Science and
Infrastructure Systems (T. L. Friesz,
editor), Springer, 368 pages, 2007 (isbn
0387710809)
5. Equilibrium Facility Location on
Networks (T. Miller, T. L. Friesz and R. L. Tobin), Springer-Verlag, 242 pages, 1996 (isbn
3540605630)
6. Hierarchical Mathematical Programming
(G. Anandalingam and T.
L. Friesz, editors), Special Issue of
Annals of Operations Research, 34(1), Baltzer
AG Scientific Publishing Co., 331 pages, 1992
Selected
Journal Publications: Nonlinear Pricing and Revenue Optimization
1. Valuation of American Options by the
Gradient Projection Method (C. Kwon, T. L. Friesz),
Applied Mathematics and Computation, accepted
2. Non-cooperative Competition Among
Revenue Maximizing Service Providers with Demand Learning (C. Kwon, T.
L. Friesz, R. Mookherjee,
T. Yao and B. Feng), European Journal of Operational Research,
accepted
3. Dynamic Oligopolistic
Competition on an Electric Power Network with Ramping Costs and Sales
Constraints (R. Mookherjee, B. Hobbs, T.
L. Friesz and M. Rigdon),
Journal of Industrial and Management Optimization, 4(3), 425-452, 2008
4. Pricing, Allocation and Overbooking in
Dynamic Service Network Competition when Demand is Uncertain,
Production and Operations Management (R. Mookherjee
and T. L. Friesz), 14(4), 1-20, 2008
5. Formulating
and Solving Service Network Pricing and Resource Allocation Games as
Differential Variational Inequalities (T.
L. Friesz, R. Mookherjee
and M. A. Rigdon), forthcoming in Annals
of Dynamic Games, (M. Quincampoix, T. Vincent and S. Jørgensen editors),
Birkhauser, 2006
6. An
Evolutionary Game Theoretic Model of Network Revenue Management in Oligopolistic Competition (T. L. Friesz, R. Mookherjee
and M. A. Rigdon), Journal of Revenue
and Pricing Management, Vol. 4, No. 2, 156-173, 2005
7. Differential
Variational Inequalities and
Shipper Dynamic Oligopolistic Network
Competition (T.L. Friesz, M. Rigdon, and R. Mookherjee),
Transportation Research B, 40(6), 2006
8. Dynamic
Congestion Pricing in Disequilibrium (T. L. Friesz,
D. Bernstein and N. Kydes), Networks
and Spatial Economics, 4(2), 181-202, 2004
9. Deterministic
Flow Routing and Oligopolistic Competition
in Dynamic Data Networks: Modeling and Numerical Solution Using Multigrid Optimization Techniques (T. L. Friesz, D. Bernstein and N. Kydes),
Networks and Spatial Economics, 4(1), 55-73, 2004
Selected
Journal Publications: Freight Systems and Logistics
1. Dynamic Pricing in an Urban Freight
Environment (T. L. Friesz, R. Mookherjee, J. Holguin-Veras
and M. A. Rigdon), Transportation Research
B, 42, 305–324, 2008
2. Dynamic
Game Theoretic Models of Urban Freight: Formulation and Solution
Approach (T. L. Friesz and J. Holguin-Veras), Methods and Models in Transport
and Telecommunications : Cross Atlantic Perspectives (A. Reggiani and L. A. Schintler,
editors), Springer, 143 – 162, 2005
3. Strategic
Freight Network Planning Models (T. L. Friesz),
Chapter 32 in Handbook of Transport Modelling
(D. Hensher and K. Button, editors), Pergamon, 181-195, 2001
4. Dynamic
Disequilibrium Interregional Commodity Flow Model (T. L. Friesz, D. Bernstein and Z. Suo),
Transportation Research, 32B(4), 467-483, 1998
5. Integration
of Freight Network and Computable General Equilibrium Models (T. L. Friesz, Z. Suo and
L. Westin), Chapter 12 in Network Infrastructure and the Urban
Environment (L. Lundquist et al, editors), Springer-Verlag,
212-223, 1998
6. Prediction
of Intercity Freight Flows, II: Mathematical Formulations (P.T. Harker andT. L. Friesz), Transportation Research, 20B(2),
155-174, 1986
7. Prediction
of Intercity Freight Flows, I: Theory (P.T. Harker
and T. L. Friesz), Transportation
Research, 20B(2), 139-153, 1986
8. A
Sequential Shipper-Carrier Network Model for Predicting Freight Flows
(T. L. Friesz,J.A. Gottfried and E.K. Morlok), Transportation Science, 20(2), 80-91,
1986
9. The Use of
Equilibrium Network Models in Logistics Management with Application to
the U.S. Coal
Industry (P. T. Harker and T. L. Friesz), Transportation Research, 19B(5),
457-470, 1985)
10. Economic
and Computational Aspects of Freight Network Equilibrium: A
Synthesis(T. L. Friesz, P.A. Viton and R. L. Tobin), Journal of Regional
Science, 25(1), 29-49, 1985
11. Freight
Network Equilibrium: Theory and Application (T. L. Friesz
and P.T. Harker), Chapter 7 in Analytical
Studies in Transport Economics (A.F. Daughety,
editor), Cambridge University Press, 1985
12. Dynamic
Pricing in an Urban Freight Environment (Rigdon,
M.A., T.L. Friesz, R. Mookherjee
and J. Holquin-Veras), Transportation
Research Part B, in press
Selected
Journal Publications: Dynamic Network Games and Dynamic Traffic
Assignment
1. Multiperiod
Competition in an Electric Power Network and Impacts of Infrastructure
Disruptions (M. A. Rigdon, R. Mookherjee and T. L. Friesz),
Journal of Infrastructure Systems, 14(4), 2008
2. Securitizing Congestion: the Congestion
Call Option (T. L. Friesz, R. Mookherjee and T. Yao),
Transportation Research B, 43, 407-437, 2008
3. Analytical Dynamic Traffic Assignment
Models (T. L. Friesz and D. Bernstein),
Chapter 11 in Handbook of Transport Modelling
(D. Hensher and K. Button, editors), Pergamon, 221-237, 2007
4. A Computable Theory of Dynamic
Congestion Pricing (T. L. Friesz, C. Kwon
and R. Mookherjee), Transportation and
Traffic Theory 2007 (R. Allsop, M. G. H.
Bell and B. G. Heydecker, editors), 1-26,
Elsevier, 2007
5. Solving
the Dynamic Network User Equilibrium Problem with State-Dependent Time
Shifts (T. L. Friesz and R. Mookherjee), Transportation Research B,
40(3), 207 – 229, 2006
6. Dynamic
Game Theoretic Model of Multi-Layer Infrastructure Networks (P. Zhang,
S. Peeta and T. L. Friesz),
Networks and Spatial Economics, 5(2), 147 – 178, 2005
7. Dynamic
Network User Equilibrium with State-Dependent Time Lags (T. L. Friesz, D. Bernstein, Z. Suo,
R. Tobin), Networks and Spatial Economics, 1(3/4), 319-347,
2001
8. Dynamic
Systems, Variational Inequalities and
Control Theoretic Models for Predicting Urban Network Flows (T. L. Friesz et al), Transportation Science, 30(1),
14-31, 1996
9. A Discrete
Time, Nested Cost Operator Approach to the Dynamic Network User
Equilibrium Problem (B.W. Wie, T. L. Friesz et al), Transportation Science, 29(1),
79-92, 1995
10. The
Augmented Lagrangean Method for Solving
Dynamic Network Traffic Assignment Models, (T. L. Friesz
et al), Transportation Science, 28(3), 204-220, 1994
11. Day-to-Day
Dynamic Network Disequilibrium and Idealized Driver Information Systems
(T. L. Friesz et al), Operations Research,
42(6), 1120-1136, 1994
12. A Variational Inequality Formulation of the
Dynamic Network Traffic Equilibrium Problem (T. L. Friesz
et al), Operations Research, 41(1), 179-191, 1993
13. Dynamic
Network Traffic Assignment Considered as a Continuous Time Optimal
Control Problem (T. L. Friesz, J. Luque, R. L. Tobin and B.W. Wie),
Operations Research, 37(6), 893-901, 1989
14. Multiperiod Competition in an Electric Power
Network and Impacts of Infrastructure Disruptions (Rigdon,
M.A., R. Mookherjee and T.L. Friesz), Journal of Infrastructure Systems, in
press
Selected
Journal Publications: Network Design and MPECs
1. Networks and Dynamics: The Structure of
the World We Live In (S. Lichter and T. L.
Friesz), in Network Science,
Nonlinear Science and Infrastructure Systems (T. L. Friesz, editor), Springer, 2007
2. Modeling Large Scale and Complex
Infrastructure Systems as Computable Games (T. L. Friesz,
R. Mookherjee and S. Peeta),
in Network Science, Nonlinear Science and Infrastructure Systems (T. L.
Friesz, editor), Springer, 2007
3. The Multiobjective Equilibrium Network Design
Problem Revisited: A Simulated Annealing Approach (T. L. Friesz et al), European Journal of Operational
Research, 65, 44-57, 1993
4. Simulated
Annealing Methods for Network Design Problems with Variational
Inequality Constraints (T. L. Friesz ),
Transportation Science, 26(1), 18-26, 1992
5. Sensitivity
Analysis Based Heuristic Algorithms for Mathematical Programs with Variational Inequality Constraints (T. L. Friesz, R. L. Tobin, H.-J.
Cho and N. J. Mehta),
Mathematical Programming, 48B, 265-284, 1990
6. Hierarchical
Optimization: An Introduction (G. Anandalingam
and T. L. Friesz), Annals of Operations
Research, 34, 1-11, 1992
7. A Heuristic Algorithm for Continuous
Equilibrium Network Design: Equilibrium Decomposed Optimization
(C. Suwansirikul and T. L. Friesz), Transportation Science, 21(4), 254-263,
1987
Selected
Journal Publications: Combined Industrial Location, Production and
Distribution
1. Reaction Function Based Dynamic Location
Modeling in Stackelberg–Nash–Cournot Competition (T. Miller, T. L. Friesz and R. L. Tobin), Networks and Spatial
Economics, 7(1), 77-97, 2007
2.
Integrating Models of Market Equilibria,
Sensitivity Analysis-Based Reaction Functions,and
Models of Facility Location (R. L. Tobin, T. Miller and T. L. Friesz), Location Science, 3(4), 239-253, 1995
3. Network
Facility Location Models in Stackelberg-Nash-Cournot
Spatial Competition (T. Miller, R. L. Tobin and T. L. Friesz), Papers in Regional Science, 71(3),
277-291,1993
4. Competitive
Network Facility Location Models: A Survey (T. L. Friesz,
T. Miller, R. L. Tobin), Papers of the Regional Science Association,
65, 47-57, 1988
Selected
Journal Publications: Theoretical and Computational Spatial Economics
1.
Imperfect Competition and Arbitrage in Spatially
Separated Markets (T. L. Friesz and D.
Bernstein), Chapter 15 in Essays in Econometric Theory and Practice in
Honor of George Judge (W. Griffiths et al, editors), North Holland,
1992
2. Stackelberg Games on
a Network with Cournot Nash Oligopolistic Competitors (T.Miller,
R. L. Tobin and T. L. Friesz), Journal of
Regional Science, 31(4), 435-454, 1991
3. Optimal
Regional Growth Models: Multiple Objectives, Singular Controls and
Sufficiency Conditions (T. L. Friesz and
F.J. Luque), Journal of Regional Science,
27(2), 201-224, 1987
4. Spatial Market Equilibrium with
Flow-Dependent Supply and Demand (T.E. Smith and T. L. Friesz), Regional Science and Urban Economics,
15(2), 181-218, 1985
5. Alternative Algorithms for the General
Network Spatial Price Equilibrium Problem (T. L. Friesz,
P. T. Harker, R. L. Tobin), Journal of
Regional Science, 24(3), 475-507, 1984
6. A Nonlinear Complementarity
Formulation and Solution Procedure for the General Derived Demand
Network Equilibrium Problem (T. L. Friesz,
R. L. Tobin, T.E. Smith and P. T. Harker),
Journal of Regional Science, 23(3), 337-359, 1983
7. Formulating and Solving the Spatial Price
Equilibrium Problem with Transshipment in Terms of Arc Variables (R. L.
Tobin and T.L Friesz), Journal of Regional
Science, 23(2), 187-198, 1983
Selected
Journal Publications: Classical Network Equilibrium and Transportation
Planning
1. Sensitivity
Analysis for Equilibrium Network Flow (R. L. Tobin and T. L. Friesz), Transportation Science, 22(4), 242-250,
1988
2. Transportation
Network Equilibrium, Design and Aggregation (T. L. Friesz),
Transportation Research, 19A(5/6), 413-427, 1985
3. Travel
Market Equilibrium: The State of the Art (J.E. Fernandez and T. L. Friesz), Transportation Research, 17B(2),
155-172, 1983
4. Numerical
Experience with Diagonalization Algorithms
for Asymmetric Demand Traffic Assignment (T. L. Friesz,
J. Weiss and J. A. Gottfried), Civil Engineering Systems, 1(2), 63-68,
1983
5. Measuring
the Benefits of a Transportation Investment (S. R. Jara-Diaz
and T. L. Friesz), Transportation
Research, 16B(1), 57-77, 1982
6. Optimal
Policies for Stage Construction of Transportation Facilities (J.E.
Fernandez and T. L. Friesz),
Transportation Science, 15(1), 16-31, 1981
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