On lexicographic optimal solutions in transportation problems

References

• Ahuja , R.K. 1986 . Algorithms for the Minimax-Transportation problem . Nav. Res. Log. Quart , 33 : 725 – 739 .
   Google Scholar
• Appa , G.M. 1973 . The Transportation problem and its Variants . Opnl. Res. Quart , 24 ( 1 ) : 79 – 99 .
   Google Scholar
• Bhatia , H.L. , Swarup , Kanti. and Puri , M.C. 1977 . A Procedure for Time Minimization Solid Transportation Problem . Indian Journal of Pure and Applied Math , 8 ( 8 ) : 920 – 929 .
   Google Scholar
• Bhatia , H.L. , Swarup , Kanti. and Puri , M.C. 1976 . Time Minimizing Solid Transportation problem . Math. Operationforsch. u. Statist , 7 ( 3 ) : 395 – 403 .
   Google Scholar
• Brigden , M.E.B. 1974 . A Variant of Transportation problem in which the constraints are of Mixed Type . Opnl. Res. Quart , 25 ( 3 ) : 437 – 445 .
   Google Scholar
• Burkard , R.E. and Rend1 , Franz. 1991 . Lexicographic Bottleneck problems . Operations Research Letters , 10 ( 3 ) : 303 – 308 .
   Web of Science ®Google Scholar
• Suresh , Chandra. , Seth , Kiran. and Saxena , P.K. 1987 . Time Minimizing Transportation problems with Impurities . Asia Pacific Journal of Operational Research , 4 ( 3 ) : 19 – 27 .
   Google Scholar
• Garfinkel , R.S. and Rao , M.R. 1971 . The Bottleneck Transportation problem . Nav. Res. Log. Quart , 18 ( 3 ) : 465 – 472 .
   Google Scholar
• Rita , Gupta. 1977 . Time Cost Transportation problem . Ekonomicko Matematicky Obzor, ročnik , 13 ( 3 ) : 431 – 443 .
   Google Scholar
• Geetha , S. and Vartak , M.N. 1989 . Time Cost Trade-Off in a Three-dimensional Assignment problem . EJOR , 38 ( 2 ) : 255 – 258 .
   Web of Science ®Google Scholar
• Hammer , P.L. 1969 . The Minimizing Transportation problem . Nav. Res. Log. Quart , 16 ( 2 ) : 345 – 357 .
   Google Scholar
• Hammer , P.L. 1971 . Communication on the Bottleneck Transportation problem and Some Remarks on Time Transportation problem . Nav. Res. Log. Quart , 18 ( 2 ) : 487 – 490 .
   Google Scholar
• Ignizio , J.P. 1976 . Goal programming and Extensions , New York : Lexington Books .
   Google Scholar
• Issermann , H. 1984 . Linear Bottleneck Transportation problems . Asia Pacific Journal of Operational Research , 1 : 38 – 52 .
   Google Scholar
• Klingman , D. and Russel , R. 1974 . The Transportation problem with Mixed Constraints . Opnl. Res. Quart , 25 ( 3 ) : 447 – 455 . U.K
   Google Scholar
• Khanna , Saroj. and Puri , M.C. 1984 . Flow Constrained Transportation problem and Mixed Type of Supply point and Destination Constraints . Revue Belge de Statistique, d’Infomatique et de Recherche Operationnelle , 23 ( 3 ) : 35 – 43 .
   Google Scholar
• Khanna , Saroj. , Bakshi , H.C. and Puri , M.C. 1983 . Solving a Transportation problem with Mixed Constraints and a Specified Transportation Flow . Opsearch , 20 ( 1 ) March : 16 – 24 .
   Google Scholar
• Mazzola , J.B. and Neebe , A.W. 1993 . An Algorithm for the Bottleneck Generalized Assignment problem . Comput. & Ops. Res , 20 ( 4 ) March : 355 – 362 .
   Web of Science ®Google Scholar
• Prakash , Satya. , Agarwal , A.K. and Shah , Sangeetha. 1988 . Non Dominated Solutions of Cost Time Trade-off Transportation and Assignment problems . Opsearch , 25 ( 2 ) March : 126 – 131 .
   Google Scholar
• Prakash , Satya. 1982 . On Minimizing the Duration of Transportation . Proc. Indian. Acad. Sci , 91 ( 1 ) March : 53 – 57 .
   Google Scholar
• Sherali , H.D. 1982 . Equivalent Weights for Lexicographic Multi-Objective programs: Characterizations and Computations . EJOR , 11 ( 1 ) March : 367 – 379 .
   Web of Science ®Google Scholar
• Szwarc , W. 1966 . The Time Transportation problem . zastosomania Mathematyki , 8 ( 1 ) March : 231 – 292 .
   Google Scholar
• Szwarc , W. 1971 . Some Remarks on Time Transportation problem . Nav. Res. Log. Quart , 18 ( 1 ) March : 473 – 485 .
   Google Scholar
• Zimmermann , U. 1977 . Some Special partial Orders Related to Boolean Optimization and the Greedy Algorithms . Annals of Discrete Math , 1 ( 1 ) March : 539 – 550 .
   Google Scholar