[1] اﻟله دادی، م. (1400) ﺑﺮﻧﺎﻣﻪرﯾﺰی ﺧﻄﯽ ﺑﺎزه ای، اﻧﺘﺸﺎرات داﻧﺸﮕﺎه ﺳﯿﺴﺘﺎن و ﺑﻠﻮﭼﺴﺘﺎن.
[2] داوری، ز.، رﯾﻮاز، س.، ﺑﻬﺮوزیﻓﺮ، م. (1402) روش ﺣﻠﯽ ﺑﺮای ﻣﺴﺎﺋﻞ ﺑﺮﻧﺎﻣﻪرﯾﺰی ﺧﻄﯽ ﭼﻨﺪﻫﺪﻓﻪ ﺑﺎزه ای،
ﺳﯿﺴﺘﻢﻫﺎی ﻓﺎزی و ﮐﺎرﺑﺮدﻫﺎ. (٣١)٢: ١٩١-٣١٢.
[3] ﻗﻠﯽﻧﮋاد، ش.، رﯾﻮاز، س. (1400) ﺑﺮرﺳﯽ ﻣﻔﺎﻫﯿﻢ ﺟﻮابﻫﺎی ﻣﺨﺘﻠﻒ در ﻣﺴﺎﺋﻞ ﺑﺮﻧﺎﻣﻪرﯾﺰی ﺧﻄﯽ ﭼﻨﺪﻫﺪﻓﻪ ﺑﺎ
ﺿﺮاﯾﺐ ﺑﺎزه ای، ﺗﺤﻘﯿﻖ در ﻋﻤﻠﯿﺎت در ﮐﺎرﺑﺮدﻫﺎی آن. (٨١)٢: ۵٢-۵٣.
[4]R. Arya, P. Singh, S. Kumari, M. Obaidat, An approach for solving fully fuzzy multi-objective linear fractional optimization problems, Soft Computing, 24 (2020), 9105–9119.
[5]R. Arya, P. Singh, Fuzzy efficient iterative method for multi-objective linear fractional programming problems, Mathematics and Computers in Simulation, 160 (2019), 39-54.
[6]A. Batamiz, M. Allahdadi, M. Hladik, Obtaining efficient solutions of interval multiobjective linear programming problems, International Journal of Fuzzy Systems, 22 (2020), 873–890.
[7]HP. Benson, Existence of efficient solutions for vector maximization problems, Journal of Optimiza- tion Theory and Applications, 26(4) (1978), 569–580.
[8]M. Borza, AS. Rambely, A new efficient approach to tackle multi objective linear fractional problem with flexible constraints, Journal of Industrial and Management Optimization, 19 (2023), 4180-4198.
[9]M. Borza, M., AS. Rambely, A new method to solve multi-objective linear fractional problems, Fuzzy Information and Engineering, 13 (2021), 323-334.
[10]R. Caballero and M. Hernandez, “The controlled estimation ´ method in the multiobjective linear fractional problem,” Computers and Operations Research, 31(11) (2004), 1821–1832.
[11]A. Charnes, W. Cooper, Programming with Linear Fractional Functions, Naval Research Logistics Quarterly, 9 (1962), 181-186.
[12]M. Chakraborty, S. Gupta, Fuzzy Mathematical Programming for Multi-Objective Linear Fractional Programming Problem, Fuzzy set systems theory, 125 (2002), 335–342.
[13]JL. Cohon, Multiobjective Programming and Planning, New York Academic Press, (1978).
[14]SK. Das, SA. Edalatpanah, T. Mandal, A proposed model for solving fuzzy linear fractional pro- gramming problem, Journal of Computational Science, 25 (2018), 367–375.
[15]K. Deb, K. Sindhya, J. Hakanen, Multi-objective optimization, In Decision sciences (pp. 161-200), CRC Press (2016).
[16]A. Ebrahimnejad, An acceptability index based approach for solving shortest path problem on a network with interval weights, RAIRO- Operations Research, 55, S1767-S1787.
[17]M. Ehrgott, Multicriteria Optimization, Springer, (2005).
[18]A. Hamzehee, MA. Yaghoobi, M. Mashinchi, Linear Programming with rough interval coefficients, Journal of Intelligent Fuzzy Systeams, 26 (2014), 1179–89.
[19]J. S. H. Kornbluth and R. E. Steuer, “Multiple objective linear fractional programming,” Manage- ment Sciences, 27(9) (1981), 1024–1039.
[20]FH. Lotfi, AA. Noora, GR. Jahanshahloo, M. Khodabakhshi, A. Payan, A Linear Programming Approach to test Efficiency in Multi-Objective Linear Fractional Programming problems, Applied Mathematical Modelling, 34(12) (2010), 4179–4183.
[21]Metev and D. Gueorguieva, “A simple method for obtaining weakly efficient points in multiobjective linear fractional programming problems,” European Journal of Operational Research, 126(2) (2000), 386–390.
[22]SM. Mirdehghan, H. Rostamzadeh, Finding the Efficiency Status and Efficient Projection in Multi- objective Linear Fractional Programming : A Linear Programming Technique, Journal of Optimiza- tion, (2016).
[23]RB. Mustafa, NA. Sulaiman, A New Approach to Solving Linear Fractional Programming Problem with Rough Interval Coefficients in the Objective Function, Ibn AL-Haitham Journal For Pure, 35 (2022), 70-83.
[24]Z. Pawlak, Rough sets, International Journal of Computer and Information Sciences, 11 (1982), 341-356.
[25]M. Rebolledo, Rough intervals-enhancing intervals for qualitative modeling of technical systems, Artificial Intelligence, 170 (2006), 667–685.
[26]A. Sengupta, TK. Pal, A-index for ordering interval numbers, Presented in Indian Science Congress, Delhi University, (1997), 3-8.
[27]Shivani, D. Rani, and A. Ebrahimnejad, On solving fully rough multi-objective fractional transporta- tion problem: development and prospects, Computational and Applied Mathematics, 42(6), (2023).
[28]M. Solomon, H. Zaher, N. Ragaa, An Approach for Solving Multi-Objective Linear Fractional Pro- gramming Problem with fully Rough Interval Coefficients, Journal of University of Shanghai for Science and Technology, 23(7) (2021), 94-109.
[29]R. Tanabe, H. Ishibuchi, An easy-to-use real-world multi-objective optimization problem suite, Ap- plied Soft Computing, 89 (2020), 106078.