000139492 001__ 139492
000139492 005__ 20180122223550.0
000139492 037__ $$a709-2016-48455
000139492 041__ $$aen_US
000139492 084__ $$aQ12
000139492 245__ $$aOPTIMISATION OF THE VEGETABLE PRODUCTION IN THE REPUBLIC OF MACEDONIA; LINEAR PROGRAMMING APPROACH
000139492 260__ $$c2012-10-25
000139492 269__ $$a2012-10-25
000139492 300__ $$a10
000139492 336__ $$aConference Paper/ Presentation
000139492 520__ $$aThe aim of the paper is to develop an optimization model to support the analysis of decision-making on Macedonian family farms. For this purpose, normative linear programming paradigm is applied, utilising its optimization potential. The model is tested and presented on vegetable farm level. Hence, the model provides optimal vegetable productions plan, taking into consideration relevant technological and resource limitations faced by the farm. The results are given in base scenario format and are compared with the optimum production plans within the alternative model scenarios. The optimal production structure in all scenarios indicates that the optimal solution is given on production of tomato, pepper, cabbage, carrot and bean, thus corresponding to the most frequent types of vegetables in the Macedonian agriculture. The optimal production plan also confirms the diversification as a characteristic of the Macedonian agriculture. The base scenario reveals a total net return over the variable costs of 17,924 € which is highest compared to other scenarios. The working capital available is a binding constraint in second and third scenario, where the optimal solution reveals that the land resource is not exhausted i.e. an arable land of about 3 ha remains. Furthermore, the analysis of the crop rotation reflects the seasonal character of the vegetable production. Gross margin sensitivity was examined using the working capital parameterisation. The model is quite flexible thus enabling different crop enterprises to be added additionally.
000139492 542__ $$fLicense granted by Aleksandra Stojceska (sanims@gmail.com) on 2012-11-20T12:19:38Z (GMT):

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000139492 650__ $$aFarm Management
000139492 6531_ $$alinear programming
000139492 6531_ $$avegetable farms
000139492 6531_ $$aproduction planning
000139492 700__ $$aJaneska Stamenkovska, Ivana
000139492 700__ $$aDimitrievski, Dragi
000139492 700__ $$aErjavec, Emil
000139492 700__ $$aZgajnar, Jaka
000139492 700__ $$aMartinovska-Stojcheska, Aleksandra
000139492 773__ $$d2012
000139492 8564_ $$s590850$$uhttps://ageconsearch.umn.edu/record/139492/files/Janeska.pdf
000139492 887__ $$ahttp://purl.umn.edu/139492
000139492 909CO $$ooai:ageconsearch.umn.edu:139492$$pGLOBAL_SET
000139492 912__ $$nSubmitted by Aleksandra Stojceska (sanims@gmail.com) on 2012-11-20T12:23:53Z
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  Previous issue date: 2012-10-25
000139492 982__ $$gEuropean Association of Agricultural Economists>132nd Seminar, October 25-27, 2012, Skopje, Republic of Macedonia
000139492 980__ $$a709