R. Tobin

发表

A NONLINEAR COMPLEMENTARITY FORMULATION AND SOLUTION PROCEDURE FOR THE GENERAL DERIVED DEMAND NETWORK EQUILIBRIUM PROBLEM

Tony E. Smith, P. Harker, T. Friesz, 1983 .

On the relationship between dynamic Nash and instantaneous user equilibria

R. Tobin, B. Wie, 1998 .

Dynamic congestion pricing models for general traffic networks

R. Tobin, B. Wie, 1998 .

ALTERNATIVE ALGORITHMS FOR THE GENERAL NETWORK SPATIAL PRICE EQUILIBRIUM PROBLEM

P. Harker, T. Friesz, R. Tobin, 1984 .

General Spatial Price Equilibria: Sensitivity Analysis for Variational Inequality and Nonlinear Complementarity Formulations

R. Tobin, 1985 .

Algorithms for Spatially Competitive Network Facility-Location

T. Friesz, R. Tobin, T. Miller, 1988 .

The multiobjective equilibrium network design problem revisited: A simulated annealing approach

T. Friesz, R. Tobin, G. Anandalingam, 1993 .

Spatial competition facility location models: Definition, formulation and solution approach

T. Friesz, R. Tobin, 1986 .

Equilibrium Facility Location on Networks

T. Friesz, R. Tobin, T. Miller, 1995 .

Day-To-Day Dynamic Network Disequilibria and Idealized Traveler Information Systems

Terry L. Friesz, David Bernstein, Roger L. Tobin, 1994, Oper. Res..

Sensitivity analysis for variational inequalities

R. Tobin, 1986 .

Incorporating competitors' reactions in facility location decisions: A market equilibrium approach

T. Friesz, R. Tobin, T. Miller, 1995 .

STACKELBERG GAMES ON A NETWORK WITH COURNOT‐NASH OLIGOPOLISTIC COMPETITORS

Terry L. Friesz, Roger L. Tobin, T. Friesz, 1991 .

Dynamic Network User Equilibrium with State-Dependent Time Lags

Terry L. Friesz, David Bernstein, Roger L. Tobin, 2001 .

A variational control formulation of the simultaneous route and departure-time choice equilibrium problem

Terry L. Friesz, David Bernstein, Roger L. Tobin, 1993 .

Sensitivity analysis for a Cournot equilibrium

Roger L. Tobin, R. Tobin, 1990 .

SENSITIVITY ANALYSIS FOR GENERAL SPATIAL PRICE EQUILIBRIA

Roger L. Tobin, R. Tobin, 1987 .

Sensitivity analysis based heuristic algorithms for mathematical programs with variational inequality constraints

Terry L. Friesz, Hsun-Jung Cho, Roger L. Tobin, 1990, Math. Program..

Uniqueness and computation of an arc-based dynamic network user equilibrium formulation

Roger L. Tobin, Byung-Wook Wie, Michael J. Carey, 2002 .

A COMPARISON OF SYSTEM OPTIMUM AND USER EQUILIBRIUM DYNAMIC TRAFFIC ASSIGNMENTS WITH SCHEDULE DELAYS

Terry L. Friesz, David Bernstein, Roger L. Tobin, 1995 .

The Augmented Lagrangian Method for Solving Dynamic Network Traffic Assignment Models in Discrete Time

Terry L. Friesz, Roger L. Tobin, Byung-Wook Wie, 1994, Transp. Sci..

A Simulated Annealing Approach to the Network Design Problem with Variational Inequality Constraints

Terry L. Friesz, Hsun-Jung Cho, G. Anandalingam, 1992, Transp. Sci..

A Variational Inequality Formulation of the Dynamic Network User Equilibrium Problem

Terry L. Friesz, David Bernstein, Tony E. Smith, 1993, Oper. Res..

Sensitivity Analysis for Equilibrium Network Flow

Terry L. Friesz, Roger L. Tobin, T. Friesz, 1988, Transp. Sci..

ECONOMIC AND COMPUTATIONAL ASPECTS OF FREIGHT NETWORK EQUILIBRIUM MODELS: A SYNTHESIS*

Terry L. Friesz, Roger L. Tobin, Philip A. Viton, 1985 .

THE NORTHEAST REGIONAL ENVIRONMENTAL IMPACT STUDY : THEORY, VALIDATION, AND APPLICATION OF A FREIGHT NETWORK EQUILIBRIUM MODEL

Terry L. Friesz, Roger L. Tobin, S. A. Meleski, 1981 .

On the relationship between dynamic Nash and instantaneous user equilibria

Roger L. Tobin, Byung-Wook Wie, R. Tobin, 1998, Networks.

A Dynamic Spatial Cournot-Nash Equilibrium Model and an Algorithm

Roger L. Tobin, Byung-Wook Wie, R. Tobin, 1997 .

Dynamic Network Traffic Assignment Considered as a Continuous Time Optimal Control Problem

Terry L. Friesz, Roger L. Tobin, Byung-Wook Wie, 1989, Oper. Res..

Equilibrium Decomposed Optimization: A Heuristic for the Continuous Equilibrium Network Design Problem

Terry L. Friesz, Roger L. Tobin, Chaisak Suwansirikul, 1987, Transp. Sci..

A Discrete Time, Nested Cost Operator Approach to the Dynamic Network User Equilibrium Problem

Terry L. Friesz, David Bernstein, Roger L. Tobin, 1995, Transp. Sci..

Predictive intercity freight network models: the state of the art

Patrick T. Harker, Terry L. Friesz, Roger L. Tobin, 1983 .

A fast interactive solution method for large capital expenditure selection problems

Roger L. Tobin, R. Tobin, 1999, Eur. J. Oper. Res..

COMPETITIVE NETWORK FACIUTY LOCATION MODELS: A SURVEY

Terry L. Friesz, Tan Miller, Roger L. Tobin, 2005 .

Reaction Function Based Dynamic Location Modeling in Stackelberg–Nash–Cournot Competition

Terry L. Friesz, Changhyun Kwon, Tan Miller, 2007 .

A method for the analysis of equilibrium multipart prices in oligopolistic markets

Roger L. Tobin, R. Tobin, 1993, Ann. Oper. Res..

Network facility-location models in Stackelberg-Nash-Cournot spatial competition

Terry L. Friesz, Roger L. Tobin, Tan C. Miller, 1992 .

Heuristic algorithms for delivered price spatially competitive network facility location problems

Terry L. Friesz, Tan Miller, Roger L. Tobin, 1992, Ann. Oper. Res..

Existence theory for spatially competitive network facility location models

Terry L. Friesz, Tan Miller, Roger L. Tobin, 1990 .

A New Look at Spatially Competitive Facility Location Models

Terry L. Friesz, Roger L. Tobin, T. Friesz, 1985 .

Analyzing the transportation impacts of increased coal haulage: Two case studies☆

Terry L. Friesz, Roger L. Tobin, Joel Gottfried, 1983 .

K-K-T multiploer estimates and objective function lower bounds from projective SUMT

Terry L. Friesz, Roger L. Tobin, Nihal J. Mehta, 1993, Oper. Res. Lett..

A variable dimension solution approach for the general spatial price equilibrium problem

Roger L. Tobin, R. Tobin, 1988, Math. Program..

FORMULATING AND SOLVING THE SPATIAL PRICE EQUILIBRIUM PROBLEM WITH TRANSSHIPMENT IN TERMS OF ARC VARIABLES

Terry L. Friesz, Roger L. Tobin, T. Friesz, 1983 .