[1] | Adlakha V. and Kowalski, K. (1998): A quick sufficient solution to the more-for-less paradox in a transportation problem, Omega 26(4):541-547. |
|
[2] | Appa G.M. (1973): The Transportation problem and its variants, Oper. Res. Q. 24:79-99. |
|
[3] | Arora S.R. and Ahuja A. (2000): A paradox in a fixed charge transportation problem. Indian J. pure appl. Math., 31(7): 809-822, July 2000 printed in India. |
|
[4] | Charnes A.; Cooper W.W. and Henderson (1953): An Introduction to Linear programming (Wiley, New Work). |
|
[5] | Charnes A. and Klingman D. (1971): The more-for-less paradox in the distribution model, Cachiers du Centre Etudes de Recherche Operaionelle 13; 11-22. |
|
[6] | Deineko, V.G; Klinz, B and Woeginger, G.J. (2003): Which Matrices are Immune against the Transportation Paradox? Discrete Applied Mathematics, 130:495-501. |
|
[7] | Dantzig, G.D. (1963): Linear Programming and Extensive (Princeton University Press, NJ). |
|
[8] | Dantzig G.B. (1951): Application of the simplex method to a transportation problem, in Activity Analysis of Production and Allocation (T.C. Koopmans, ed.) Wiley, New York, pp.359-373. |
|
[9] | Ekezie, D.D.: Ogbonna, J.C. and Opara, J. (2013): The Determination of Paradoxical Pairs in a Linear Transportation Problem. International Journal of Mathematics and Statistics Studies. Vol. 1, No. 3, p.p.9-19, September 2013. |
|
[10] | Finke, G.(1978): A unified approach to reshipment, overshipment and postoptimization problems, lecture notes in control and information science, Vol.7, Springer, Berlin, 1978, p.p.201-208. |
|
[11] | Gupta, A. Khanna S and Puri, M.C. (1993): A paradox in linear fractional transportation problems with mixed constraints, Optimization 27:375-387. |
|
[12] | Hadley G. (1987): Linear Programming (Narosa Publishing House, New Delhi). |
|
[13] | Hitchcock, F.L. (1941): The distribution of a product from several resources to numerous localities, J. Math. Phys. 20:224-230. |
|
[14] | Joshi, V. D. and Gupta, N. (2010): On a paradox in linear plus fractional transportation problem, Mathematika 26(2):167-178. |
|
[15] | Opara, J. (2009): Manual on Introduction to Operation Research, Unpublished. |
|
[16] | Klingman, D. and Russel, R. (1974): The transportation problem with mixed constraints, operational research quarterly, Vol. 25, No. 3: p.p. 447-455. |
|
[17] | Klingman, D. and Russel, R. (1975): Solving constrained transportation problems, Oper. Res. 23(1):91-105. |
|
[18] | Storoy, S. (2007): The transportation paradox revisited, N-5020 Bergen, Norway. |
|
[19] | Szwarc W. (1971): The transportation paradox, Nav. Res. Logist. Q.18:185-202. |
|