BUSINESS RESULTS MANAGEMENT APPLICATION THE PROFIT OPTIMIZATION MODEL IN A PRODUCTION COMPANY

被引:0
作者
Bolfek, Berislav [1 ]
机构
[1] Univ Zadar, Dept Econ, Splitska 1, Zadar 23000, Croatia
来源
ZBORNIK VELEUCILISTA U RIJECI-JOURNAL OF THE POLYTECHNICS OF RIJEKA | 2022年 / 10卷 / 01期
关键词
optimization; profit; model; linear programming company;
D O I
10.31784/zvr.10.1.13
中图分类号
C [社会科学总论];
学科分类号
03 ; 0303 ;
摘要
One of the key management activities in a manufacturing company is managing its business result based on timely and accurate business information. In carrying out this activity, management should monitor the movement of realized profits, which it compares with the planned profit. The problem arises if the realized profit is less than the planned profit, and this deviation is not within the allowed values. Therefore, the aim of the research in this paper is to set and develop a Profit Optimization Model in a Production Company that will provide management with information on maximum profit based on optimized product sales range, considering all available production resources and market sales opportunities. The process of data transformation in the model takes place in five interconnected steps. Special mention should be made of the third and fifth steps in which the procedures for optimizing the profit by linear programming methods are carried out, noting that in the fifth step the procedure of optimizing the profit with the modified goal function is carried out. On the application example, the full functionality of the Profit Optimization Model in a manufacturing company was successfully tested, which could enable the use of the model in companies that have different manufacturing activities. The expected contribution in this paper is a contribution to the development of an original model for profit optimization in a manufacturing company, which management should enable to manage business results.
引用
收藏
页码:219 / 243
页数:25
相关论文
共 28 条
[1]   Optimization of Profit for Pasture-Based Beef Cattle and Sheep Farming Using Linear Programming: Model Development and Evaluation [J].
Addis, Addisu H. ;
Blair, Hugh T. ;
Kenyon, Paul R. ;
Morris, Stephen T. ;
Schreurs, Nicola M. .
AGRICULTURE-BASEL, 2021, 11 (06)
[2]  
Alotaibi A., 2021, Int J Inf Eng Electron Bus, V13, P11, DOI DOI 10.5815/IJIEEB.2021.02.02
[3]  
Avelini Holjevac I, 1998, KONTROLING UPRAVLJAN
[4]  
Avelini-Holjevac I, 1995, TOURISM HOSPITALITY, V1, P23, DOI [10.20867/thm.1.1.2, DOI 10.20867/THM.1.1.2]
[5]  
Baki SM., 2021, Int J Ind Manag, V9, P64, DOI [10.15282/ijim.9.0.2021.5956, DOI 10.15282/IJIM.9.0.2021.5956]
[6]   Price and Profit Optimization for Financial Services [J].
Bolance, Catalina ;
Guillen, Montserrat ;
Nielsen, Jens Perch ;
Thuring, Fredrik .
RISKS, 2018, 6 (01)
[7]   Optimizing the operating profit of young highways using updated bridge structural capacity [J].
Cao, Wen-Jun ;
Liu, Wang-Sheng ;
Koh, C. G. ;
Smith, I. F. C. .
JOURNAL OF CIVIL STRUCTURAL HEALTH MONITORING, 2020, 10 (02) :219-234
[8]   Resource Constrained Profit Optimization Method for Task Scheduling in Edge Cloud [J].
Chen, Liqiong ;
Guo, Kun ;
Fan, Guoqing ;
Wang, Can ;
Song, Shilong .
IEEE ACCESS, 2020, 8 :118638-118652
[9]  
Desai S., 2019, INT J SCI RES ENG TR, V5, P1802
[10]   Profit optimization for cattle growing in a randomly fluctuating environment [J].
Filipe, Patricia A. ;
Braumann, Carlos A. ;
Carlos, Clara .
OPTIMIZATION, 2015, 64 (06) :1393-1407