International Journal of Mathematics Trends and Technology
Volume 53 | Number 4 | Year 2018 | Article Id. IJMTT-V53P532 | DOI : https://doi.org/10.14445/22315373/IJMTT-V53P532
The decision of placement of a right person for a right job is difficult because of uncertainty and imprecise information. However fuzzy assignment problem can certainly solve this purpose. In this paper, fuzzy assignment problem is solved for the placement of four candidates for four different designations in Life Insurance Corporation (LIC). The problem is converted into crisp assignment problem by magnitude ranking method and then it is solved by Hungarian, MOA and Direct method. Results are compared for effective application of placement of right candidate for right job.
 Akpan, N. P., & Abraham, U. P. (2016). A Critique of the Hungarian Method of Solving Assignment Problem to the Alternate Method of Assignment Problem by Mansi. IJSBAR, 43-56.
 Anuradha, D. (2015). On Solving Fuzzy Solid Assignment Problems. International Research Journal of Engineering and Technology , 2 (5), 322-325.
 Chen, M. S. (1985). On a fuzzy assignment problem. Tamkang J.22.
 Kadhirvel K., & Balamurugan K. (2012). Method For Solving Hungarian Assignment Problems Using Triangular And Trapezoidal Fuzzy Number. International Journal of Engineering Research and Applications , 2 (5), 399-403.
 Kuhn, H. W. (1955). The Hungarian method for the assignment problem. Naval Re. Logistics Quarterly 2.
 Muruganandam, D. S., & Hema, K. (2017). Solving Fuzzy Assignment Problem Using Fourier Elimination Method. Global Journal of Pure and Applied Mathematics , 13 (2), 453-462.
 Nirmala, G., & Anju, R. (2014). Cost Minimization Assignment Problem Using Fuzzy Quantifier. International Journal of Computer Science and Information Technologies , 5 (6), 7948-7950.
 Nizami, S. T., Khan, J. A., Khan, F. H., Khan, N., & Inayatullah, S. (2011). A New Method for Finding the Cost of Assignment Problem Using Genetic Algorithm of Artificial Intelligence. International Journal of Latest Trends in Computing , 2 (1), 135-137.
 Pandian, P., & Kavitha, K. (2012). A New Method for Solving Fuzzy Assignment Problems. Annals of Pure and Applied Mathematics , 1 (1), 69-83.
 S Vimala, S. K. (2016). Assignment Problems with fuzzy costs using Ones Assignment Method. IOSR Journal of Mathematics , 12 (5), 85-89.
 Seethalakshmy, A., & Srinivasan, D. N. (2016). A New Methodology For Solving A Maximization Assignment Problem. International Journal of Latest Research in Science and Technology , 5 (6), 10-13.
 Selvi, D., Mary, R. Q., & Velammal, G. (2017). Method for solving fuzzy assignment problem using magnitude ranking method. International Journal of Applied and Advanced Scientific Research , 16-20.
 Sharma, S. D., & Sharma, H. D. Opearations Research. Kedar Nath Ram Nath.
 Singh, S., Dubey, G. C., & Shrivastava, R. (2012). A Comparative Analysis of Assignment Problem. IOSR Journal of Engineering , 01-15.
 Yadaiah, V., & Haragopal, V. V. (2016). A New Approach of Solving Single Objective Unbalanced Assignment Problem. American Journal of Operations Research , 6, 81-89.
 Zadeh, L. A. (1965). Fuzzy Sets, Information And Control.
Trupti A Thakre, Onkar K Chaudhari, Nita R Dhawade, "Placement of Staff in LIC using Fuzzy Assignment Problem," International Journal of Mathematics Trends and Technology (IJMTT), vol. 53, no. 4, pp. 259-266, 2018. Crossref, https://doi.org/10.14445/22315373/IJMTT-V53P532