http://yadda.icm.edu.pl:80/baztech/element/bwmeta1.element.baztech2100f2fec6874756b5e0c49822c707e9
Czasopismo 
ECONTECHMOD : An International Quarterly Journal on Economics of Technology and Modelling Processes 

Tytuł artykułu 
Dual model for classic transportation problem as a tool for dynamizing management in a logistics company 

Autorzy  Wawrzosek, J. Ignaciuk, S.  
Treść / Zawartość  
Warianty tytułu 


Języki publikacji  EN  
Abstrakty 


Słowa kluczowe 


Wydawca 
Polish Academy of Sciences, Branch in Lublin 

Czasopismo  ECONTECHMOD : An International Quarterly Journal on Economics of Technology and Modelling Processes  
Rocznik  2016  
Tom  Vol. 5, No 3  
Strony  95100  
Opis fizyczny  Bibliogr. 30 poz., tab., wykr., wz.  
Twórcy 


Bibliografia 
1. Busłowski A. 2000. Stability of optimal solution of linear programming problem. Published by the University of Białystok, (in Polish).
2. Dantzig, G.B. 1949. Programming in a Linear Structure, Report of the September 9, 1948 meeting in Madison, Econometrica 17, 73–74. 3. Dantzig, G.B. 1951. Application of the Simplex Method to the Transportation Problem, in T.C. Koopmans (ed.), Activity Analysis of Production and Allocation, John Wiley & Sons, New York, 359–373. 4. Dantzig G.B., Thapa M.N. 1997. Linear programming. 1. Introduction. Springer. New York, Berlin, Heidelberg. 5. Dantzig G.B., Thapa M.N. 2003. Linear programming. 2. Theory and extensions. Springer. New York, Berlin, Heidelberg. 6. Glaeser E. L., Shapiro J. M. 2002. Cities And Warfare: The Impact Of Terrorism On Urban Form. Journal of Urban Economics, v51(2,Mar), 205224. 7. Goryl A., Walkosz A. 2016. Elements of the Operational Research. Linear programming. Cracow University of Economics https.//euczelnia.uek.krakow.pl/pluginfile.php/96978/mod_folder/content/0/ProgLin.pdf?forcedownload = 1 (in Polish). 8. Guzik B. 2009. Introduction to Operational Research, published by the University of Economy, Poznań (in Polish). 9. Hitchcock F.L. 1941. The distribution of a product from several sources to numerous localities, Journal of Mathematics and Physics 20, 224–230. 10. Ignaciuk Sz., Wawrzosek J. 2013. Economic aspects of functioning of a biomass distribution network. Logistyka (Pozn.) nr 6 dodatek CD ROM nr 1, 6268. 11. Julien PA., Andriambeloson E., Ramangalahy C. 2004. Networks, weak signals and technological innovations among SMEs in the landbased transportation equipment sector. Entrepreneurship & Regional Development: An International Journal, Volume 16, Issue 4. 12. Karmarkar N. 1984. A new polynomialtime algorithm for linear programming. Combinatorica, 4, 373  395. 13. Kolman B., Beck R. E. 1995. Elementary Linear Programming with Applications, Computer science and scientific computing, Gulf Professional Publishing, Academic Press. 14. Kukuła K. (ed.) 2007. Operational research in the examples and tasks, collective work, 5th edition, revised and expanded, PWN, Warsaw (in Polish). 15. Liu S.T. 2003. The total cost bounds of the transportation problem with varying demand and supply, OmegaInternational Journal of Management Science 31, 247 – 251. 16. MacKenzie C. A., Barker K., Santos J. R. 2014. Modeling a severe supply chain disruption and postdisaster decision making with application to the Japanese earthquake and tsunami, IIE Transactions, Vol. 46, Iss. 12, http.//www.tandfonline.com/doi/full/10.1080/0740817X.2013.876241 17. Reeb J. E., Leavengood S. 2000. Operations Research. Using Duality and Sensitivity Analysis to Interpret Linear Programming Solutions, Oregon State University, https.//catalog.extension.oregonstate.edu/em8744. 18. Sab R. 2014. Economic Impact of Selected Conflicts in the Middle East: What Can We Learn from the Past?. International Monetary Fund, Working Paper No. 14/100. 19. Schrijver A. 2016. On the history of the transportation and maximum flow problems. The Netherlands, and Department of Mathematics, University of Amsterdam http.//homepages.cwi.nl/~lex/files/histtrpclean.pdf 20. Sikora W. 2005. Postoptimization analysis in a closed transport task, Scientific Journals, Poznań University of Economics, 62, 199214 (in Polish). 21. Sikora W. (ed.) 2008. Operational research, collective work, PWE, Warsaw 2008 (in Polish). 22. Smoluk A. 2008. About the perspective, duality and equilibrium, Statistical Review, Volume 55, no. 2, 514 (in Polish). 23. Smoluk A. 2009. About the principle of duality in linear programming, Econometrics, 26, 160169 (in Polish). 24. Stigler G. 1945. The Cost of Subsistence. Journal of Farm Economics, 27(2), 303314. http.//www.jstor.org/stable/1231810 . 25. Wawrzosek J., Ignaciuk Sz. 2013. Optimum balancing of the transportation problem as a postoptimization problem regulating the structure of the supply and demand parameters, Episteme (Krak.) Nr 21 t. 1, 539550, (in Polish). 26. Wawrzosek J., Ignaciuk Sz. 2014. Characteristics of the functioning of agricultural products transportation networks. Teka Komis. Mot. Energ. Rol._Pol. Akad. Nauk., Oddz. Lubl. 2014 T. 14 No 3, 135140. 27. Wawrzosek J., Ignaciuk Sz. 2015. Use f of extended sensitivity reports of linear programming in emergency medicinal services issues. Logistyka (Pozn.) 2015 nr 4 dodatek CD ROM nr 2  część 5, 84738481 (in Polish) . 28. Wawrzosek J., Ignaciuk Sz. 2016. Optimization and postoptimization at linear dependence of constraints. Part 3 Matrix of dual prices in a balanced transportation problem. (The dissertation under way). 29. Woźniak A. 2011. Operational Research in Logistics and Production Management part. I. Ed. P.W.S.Z. Nowy Sącz (in Polish). 30. Ye X, Han SP, Lin A. 2010. A note on the connection between the primaldual and the A* algorithm. Int. J. Operations Research and Information Systems, 1(1), 73–85. 

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Identyfikator YADDA  bwmeta1.element.baztech2100f2fec6874756b5e0c49822c707e9  
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