- Email: [email protected]
Papers to be published
Compur.
& Ops.
Res.,
Vol.
I, p. 343. Pergamon
Press,
1974. Printed
in Great
Britain.
PAPERS TO BE PUBLISHED A General Purpose Computer Program for Obtaining Improved D. E. SMITH, HRB-Singer, Inc., State College, Pa.
Simulation Solutions,
Evaluation of Alternate Growth Patterns in Urban Systems, R. SHARPE,J. F. BROTCHIE, P. A. AHERN, CSIRO, Melbourne, Australia, and J. W. DICKEY, Virginia Polytechnic Institute, Blacksburg. A Linked Reservoir System with Stochastic Releases to Satisfy Fixed Downstream Demands, JAMESC. HELM, Texas A&M, Texarkarna. A Sensitivity Analysis of Simulated River Basin Planning for Capital Budgeting Decision, G. R. WELLS, Idaho State University, Pocatello. A Mathematical Programming Model for the Hungarian Longterm National Economic Planning, PETERBOD, Hungarian Academy of Sciences, Budapest. Configuring a Transportation Route Network Via the Method of Successive Approximation, YUPO CHAN, Peat, Marwick, Mitchell & Co., Washington, D.C. Solution of a Timetable Problem, BERNDA. KNAUER,University of Wurzburg, Germany. Minimization of Combined Sewer Overflows by Large-Scale Mathematical Programming, J. W. LABADIE,N. S. GRIGG and P. D. TROTTA,Colorado State University, Fort Collins. A Concept of Compromise Solution and a Method of Displaced Ideal, MILAN ZELENY, Columbia University, New York, New York. A Prison/Parole System Simulation Model, DAVIDW. ANDERSON,Navy Destroyer School, Newport, Rhode Island. A Generalized Chain Labelling Algorithm for Solving Multicommodity Flow Problems, C. G. DEWALD, State University of New York at Buffalo, and H. CHEN, University of Albama.
343
& Ops.
Res.,
Vol.
I, p. 343. Pergamon
Press,
1974. Printed
in Great
Britain.
PAPERS TO BE PUBLISHED A General Purpose Computer Program for Obtaining Improved D. E. SMITH, HRB-Singer, Inc., State College, Pa.
Simulation Solutions,
Evaluation of Alternate Growth Patterns in Urban Systems, R. SHARPE,J. F. BROTCHIE, P. A. AHERN, CSIRO, Melbourne, Australia, and J. W. DICKEY, Virginia Polytechnic Institute, Blacksburg. A Linked Reservoir System with Stochastic Releases to Satisfy Fixed Downstream Demands, JAMESC. HELM, Texas A&M, Texarkarna. A Sensitivity Analysis of Simulated River Basin Planning for Capital Budgeting Decision, G. R. WELLS, Idaho State University, Pocatello. A Mathematical Programming Model for the Hungarian Longterm National Economic Planning, PETERBOD, Hungarian Academy of Sciences, Budapest. Configuring a Transportation Route Network Via the Method of Successive Approximation, YUPO CHAN, Peat, Marwick, Mitchell & Co., Washington, D.C. Solution of a Timetable Problem, BERNDA. KNAUER,University of Wurzburg, Germany. Minimization of Combined Sewer Overflows by Large-Scale Mathematical Programming, J. W. LABADIE,N. S. GRIGG and P. D. TROTTA,Colorado State University, Fort Collins. A Concept of Compromise Solution and a Method of Displaced Ideal, MILAN ZELENY, Columbia University, New York, New York. A Prison/Parole System Simulation Model, DAVIDW. ANDERSON,Navy Destroyer School, Newport, Rhode Island. A Generalized Chain Labelling Algorithm for Solving Multicommodity Flow Problems, C. G. DEWALD, State University of New York at Buffalo, and H. CHEN, University of Albama.
343