USING THE LINEAR PROGRAMMING TO DETERMINE THE PRODUCTION PLAN OF THE ENTERPRISE

Călin Ciprian OȚEL

Abstract


Maximizing the profit is the desirability of any enterprise but this is not an easy task when it is desired to achieve several types of products and given that in the equation enters a series of variables such as: the available resources, the resource consumption for the product unit, the profit on each type of product that can be achieved, etc. Therefore the matter of identifying the optimal variant of the quantity of each type of product to be made so the profits earned by the enterprise to be maximum is searched. This paper deals with this problem by transposing data in the form of a mathematical programming problems.


Full Text:

PDF

References


Blaga, L., Lupșa, L., Elemente de programare liniară, Editura Risoprint, ISBN 973-656-328-6, Cluj-Napoca, 2003.

Bogdan, Ș., Morar, L., Bogdan, M., Organizational change, a mathematical model for the optimal resources sharing, Acta Technica Napocensis, Series-Applied Mathematics, Mechanics and Engineering, ISSN: 1221-5872 Volume: 58, Issue: 3, pp. 369-374, 2015.

Filip, D., Applying to the mathematical methods to optimize the launching process in manufacturing, Acta Technica Napocensis, Series-Applied Mathematics, Mechanics and Engineering, ISSN: 1221-5872 Volume: 61, Issue: 4, pp. 585-592, 2018.

Hernández-Lerma, O., Lasserre J.B., The Linear Programming Approach. In: Feinberg E.A., Shwartz A. (eds) Handbook of Markov Decision Processes. International Series in Operations Research & Management Science, vol 40. Springer, Boston, MA, pp. 377-407, 2002.

Lungu, F., Abrudan, I.,(coord.),...Oțel, C.C., Ingineria sistemelor de producție – Îndrumător de laborator, Editura Todesco, ISBN 987-606-595-025-2, Cluj-Napoca, 2013.

Oţel, C.C., Management industrial – îndrumător pentru studenți / Industrial management – guide for students, Editura Digital Data Cluj, ISBN 978-973-7768-96-4, Cluj-Napoca, 2018.

Rusan, R., Blebea, I., Estimating the importance of the attributes of a new product in development process, Acta Technica Napocensis, Series-Applied Mathematics, Mechanics and Engineering, ISSN: 1221-5872 Volume: 59, Issue: 2, pp. 223-228, 2016.

Wu, JA., Linear Programming Solving the Optimization Question of Production Plan, International Conference on Materials Science and Engineering Science, Book Series: Advanced Materials Research, Part: 1, 2, Volume: 179-180, pp. 1162-1166, ISBN 978-3-03785-016-9, Shenzhen, R China, 2010.

www.asecib.ase.ro/Mitrut%20Dorin/Curs/ bazeCO/doc/23PL.doc

https://www.bdc.ca/en/articles-tools/opera tions/operational-efficiency/pages/production -plan-top-tips-improving-operations.aspx

http://cis01.central.ucv.ro/csv/curs/ei/c8.html

http://cis01.central.ucv.ro/csv/curs/mat_ts/ mat_ts.doc


Refbacks

  • There are currently no refbacks.


JOURNAL INDEXED IN :