Ahmadi, A., & Akbari Jokar, M.R. (2016). An efficient multiple-stage mathematical programming method for advanced single and multi-floor facility layout problems. Applied Mathematical Modeling, 40(9-10), 5605-5620.
Aiello, G., Enea, M., & Galante, G. (2002). An integrated approach to the facilities and material handling system design. International Journal of Production Research, 40(15), 4007-4017.
Aiello, G., La Scalia, G., & Enea, M. (2013). A non dominated ranking Multi Objective Genetic Algorithm and electre method for unequal area facility layout problems. Expert Systems with Applications, 40(12), 4812–4819.
Allahyari, M.Z., & Azab, A. (2018). Mathematical modeling and multi-start search simulated anneling for unequal-area facility layout problem. Expert Systems with applicattions, 91(C), 46-62.
Amaral, A.R.S. (2009). A new lower bound for the single row facility layout problem. Discrete Applied Mathematics, 157(1), 183-190.
Amaral, A.R.S. (2008). An exact approach to the one-dimensional facility layout problem. Operation Research, 56(4), 1026-1033.
Amaral ARS. (2006). On the exact solution of a facility layout problem. European Journal of Operation Research, 173 (2), 508-518.
Amaral, A.R.S. (2013). Optimal solutions for the double row layout problem. Optimization Letters, 7(2), 407–413.
Amaral, A.R.S., & Letchford, A.N. (2011). A polyhedral approach to the single row facility layout problem. Mathematical Programming Series A, 141(1-2), 453–477.
Anjos, M. F., & Vannelli, A., (2008). Computing Globally Optimal Solutions for Single-Row Layout Problems Using Semidefinite Programming and Cutting Planes. INFORMS Journal On Computing, 20(4), 611-617.
Anjos, M.F., & Vannelli A. (2006). A new mathematical-programming framework for facility-layout design. INFORMS Journal on Computing, 18(1), 111-118.
Anjos, M.F., & Yen, G. (2009). Provably near-optimal solutions for very large single-row facility layout problems. Optimisation Methods and Software, 24(4-5), 805-817.
Anjos, M.F., Kennings, A., & Vannelli, A. (2005). A semidefinite optimization approach for the single-row layout problem with unequal dimensions. Discrete Optimization, 2(30), 113-122.
Armour, G.C., & Buffa E.S. (1963). A heuristic algorithm and simulation approach to relative location of facilities. Management Science, 9 (2), 294-309.
Azevedo, M.M., Crispim, J.A., & de Sousa, J.P. (2017). A dynamic multi objective approach for the reconfigurable multi facility layout problem. Journal of Manufacturing Systems, 42, 140-152.
Azimi, P., & Charmchi, H.R. (2012). A new optimization via simulation approach for dynamic facility layout problem with budget constraints. Modelling and Simulation in Engineering, 2012, 1-9.
Balakrishnan, J., Cheng, C.H., Conway, D.G., & Lau, C.M. (2003). A hybrid genetic algorithm for the dynamic plant layout problem. International Journal of Production Economics, 86(2), 107-120.
Balakrishnan, J., & Cheng, C.H. (2000). Genetic search and the dynamic layout problem. Computers and Operations Research, 27(6), 587-593.
Banerjee, P., Zhou, Y., Krishnasami, K., & Montreuil, B. (1997). Genetically assisted optimization of cell layout and material flow path skeleton. IIE Transactions, 29(4), 277–291.
Baykasoglu, A., Dereli, T., & Sabuncu, I. (2006). An ant colony algorithm for solving budget constrained and unconstrained dynamic facility layout problems. Omega, 34(4), 385-396.
Baykasoglu, A., & Gindy, N. N. Z. (2001). A simulated annealing algorithm for dynamic layout problem. Computers & Operations Research, 28(14), 1403-1426.
Bazaraa, M.S. (1975). Computerized layout design: a branch and bound approach, A I I E Transactions, 7(4), 432-438.
Bernardi S., & Anjos M.F. (2012). A two-stage mathematical-programming method for the multi-floor facility layout problem. Journal of Operation Research Society, 64(3), 352-364.
Bozer, Y.A., & Meller, R.D. (1997). A re-examination of the distancebased facility layout problem. IIE Transactions, 29(7), 549-560.
Bozer, Y.A., Meller, R.D., & Erlebacher, S.J. (1994). An improvement-type layout algorithm for single and multiple-floor facilities. Management Science, 40(7), 918-932.
Bozer, Y.A., & Wang, C.T. (2012). A graph-pair representation and MIPmodel- based heuristic for the unequal-area facility layout problem. European Journal of Operation Research, 218(2), 382-391.
Bozer, Y.A., & Meller, R. D., Erlebacher, S. J. (1994). Improvement-type layout algorithm for single and multiple-floor facilities. Management Science, 40(7), 918-932.
Bozorgi, N., Abedzadeh, M., & Zeinali, M. (2015). Tabu search heuristic for efficiency of dynamic facility layout problem. International Journal of Advanced Manufucturing Technology, 77(1-4), 689–703.
Burkard, R.E., Karisch, S., & Rendl, F. (1991). QAPLIB - A Quadratic Assignment Problem Library, European Journal of Operational Research, 55(1), 115-119.
Castillo, I., & Westerlund, T. (2005). An ε-accurate model for optimal unequal-area block layout design. Computers & Operation Research, 32(3), 429-447.
Castillo, I., Westerlund, J., Emet, S., & Westerlund, T. (2005). Optimization of block layout design problems with unequal areas: A comparison of MILP and MINLP optimization methods. Computers & Chemical Engineering, 30(1), 54-69.
Chen, C.W., & Sha, D.Y. (1999). A design approach to the multi-objective facility layout problem. International Journal of Production Research, 37(5), 1175-1196.
Chen, G.Y. (2013). A new data structure of solution representation in hybrid ant colony optimization for large dynamic facility layout problems. International Journal of Production Economic, 142(2), 362-37.1
Conway, D.G., & Venkataramanan, M.A. (1994). Genetic search and the dynamic facility layout problem. Computers & Operations Research, 21(8), 955-960.
Das, S. K. (1993). A facility layout method for flexible manufacturing systems. International Journal of Production Research, 31(2), 279-297.
Datta, D., Amaral, A.R.S., & Figueira, J.R. (2011). Single row facility layout problem using a permutation-based genetic algorithm. European Journal of Operational Research, 213(2), 388-394.
Deb, S.K., & Bhattacharyya, B. (2005). Solution of facility layout problems with pickup/drop-off locations using random search techniques. International Journal of Production Research, 43(22), 4787-4812.
Derakhshan Asl, A., & Wong, K. Y. (2017). Solving unequal-area static and dynamic facility layout problems using modified particle swarm optimization. Journal of Intelligent Manufacturing, 28(6), 1317–1336.
Drira, A., Pierreval, H., & Hajri-Gabouj S. (2013). Design of a robust layout with information uncertainty increasing overtime: a fuzzy evolutionary approach. Engineering Application of Artificial Intelligence, 12(1), 45–60.
Drira, A., Pierreval, H., & Hajri-Gabouj, S. (2007). Facility layout problems: A survey. Annual Reviews in Control, 31(2), 255-267.
Dunker, T., Radons, G., & Westkämper, E. (2003). A coevolutionary algorithm for a facility layout problem. International Journal of Production Research, 41(15), 3479-3500.
Dutta, K.N., & Sahu, S. (1982). A multi-goal heuristic for facilities design problems: MUGHAL. International Journal of Production Research, 20(2), 147-154.
Enea, M., Galante, G., & Panascia E. (2005). The facility layout problem approached using a fuzzy model and a genetic search. Journal of Intelligence Manufacturing, 16(3), 303–316.
Erel, E., Ghosh, J.B., & Simon, J.T. (2003). New heuristic for the dynamic layout problem. Journal of the Operational Research Society, 54(12), 1275-1282.
Feng, J., & Che, A. (2018). Novel integer linear programming models for the facility layout problem with fixed-size rectangular departments. Computers & Operations Research, 95, 163-171.
Goncalves, F.J, & Resende, M.G.C. (2015). A biased randomkey genetic algorithm for the unequal area facility layout problem. European Journal of Operation Research, 246(1), 86-107.
Fortenberry, J.C, & Cox, J.F. (1985). Multiple criteria approach to the facilities layout problem. International Journal of Production Research, 23(4), 773-782.
Garces-Perez, J., Schoenefeld, D.A., & Wainwright, R.L. (1996). Solving facility layout problems using genetic programming, Proceedings of the First Annual Conference, MIT Press Cambrige, Standorf, California, July 28-31, 1986, 182-190.
Gau, K.Y., & Meller, R.D. (1999). An iterative facility layout algorithm. International Journal of Production Research, 37(16), 3739-3758.
Goetschalckx, M. (1992). An interactive layout heuristic based on hexagonal adjacency graphs. European Journal of Operation Research, 63(2), 304-321.
Guan, J., & Lin, G. (2016). Hybridizing variable neighborhood search with ant colony optimization for solving the single row facility layout problem. European Journal of Operation Research, 248(3), 899-909.
Harmonsky, C.M., & Tothero, G.K. (1992). A multi-factor plant layout methodology. International Journal of Production Research, 30(8), 1773-1789.
Hassan, M.D.M., Hogg, G.L., & Smith, D.R. (1986). Shape: a construction algorithm for area placement evaluation. International Journal of Production Research, 24(5), 1283-1295.
Heragu, S.S., & Kusiak, A. (1988). Machine layout problem in flexible manufacturing systems. Operations Research, 36(2), 258-268.
Heragu, S.S. (1997). Facilities design. Boston: BWS.

Heragu, S.S., & Alfa, A.S. (1992). Experimental analysis of simulated annealing based algorithms for the facility layout problem. European Journal of Operational Research, 57(2), 190-202.
Heragu, S.S., & Kusiak, A. (1991). Efficient models for the facility layout problems. European Journal of Operational Research, 53(1), 1-13.
Hosseini Nasab, H., & Emami, L. (2013). A hybrid particle swarm optimization for dynamic facility layout problem. International Journal of Production Research, 51(14), 4325-4335.
Hosseini, S.M., Al Khaled, A., & Vadlamani, S. (2014). Hybrid imperialist competitive algorithm, variable neighborhood search, and simulated annealing for dynamic facility layout problem. Neural Computing & Applications, 25(7-8), 1871–1885.
Hosseini-Nasab, H., Fereidouni, S., Fatemi Ghomi, S.M.T., & Fakhrzad M.B. (2018). Classification of facility layout problems: a review study. International Journal of Advanced Manufacturing Technology, 94(1-4), 957-977.
Hu, G.H., Chen, Y.P., Zhou, Z.D., & Fang, H.C. (2007). A genetic algorithm for the inter-cell layout and material handling system design. International Journal of Advanced Manufacturing Technology, 34(11-12), 1153–1163.
Hungerlander, P., & Anjos, M.F. (2015). A semidefinite optimization based approach for global optimization of multi-row facility layout. European Journal of Operational Research, 245(1), 46-61.
Hungerlander, P. (2014). Single row equidistant facility layout as a special case of single row facility layout. International Journal of Production Research, 52(5), 1257-1268.
Hungerländer, P., & Rendl, F. (2011). Semidefinite relaxations of ordering problems. Mathematical Programming B, 140(1), 77–97.
Hungerländer, P., & Rendl, F. (2013). A computational study and survey of methods for the single-row facility layout problem. Computational Optimization and Applications, 55(1), 1–20.
Imam, M.H., & Mir, M. (1989). Nonlinear programming approach to automated topologyoptimization. Computer aided design, 21(2), 107-115.
Ingole, S., & Singh, D. (2016) Unequal area, fixed shape facility layout problems using the firefly algorithm. Engineering Oprimization, 49(7), 1097-1115.
Jankovits, I., Luo, C., Anjos, M.F., & Vannelli, A. (2011). A convex optimization framework for the unequal-areas facility layout problem. European Journal of Operational Research, 214(2), 199-215.
Jerin Leno, I., Saravana Sankar, S., & Ponnambalam, S.G. (2016). An elitist strategy genetic algorithm using simulated annealing algorithm as local search for facility layout design. International Journal of Advanced Manufacturing Technology, 84(5-8), 787–799.
Jolai, F., Tavakkoli-Moghaddam, R., & Taghipour, M. (2012). A multiobjective particle swarm optimization algorithm for unequal sized dynamic facility layout problem with pickup/drop-off locations. International Journal of Production Research, 50(15), 4279-4293.
Kado, K. (1995). An investigation of genetic algorithms for facility layout problems. Master’s Thesis, University of Edinburgh.
Kaku, B.K., & Mazzola, J.B. (1997) A tabu search heuristic for the dynamic plant layout problem. INFORMS Journal on Computing, 9(4), 374-384.
Kalita, Z., & Datta, D. (2018). A constrained single row facility layout problem. The international journal of advanced manufacturing technology, 98(5-8), 2173-2184.
Kamoun, M., & Yano, C.A. (1996). Facility layout to support just-in time. Transportation Science, 30(4), 315-329.
Khalil, T.M. (1973). Facilities relative allocation technique (FRAT). International Journal of Production Research, 11(2), 183-194.
Kaveh, M., Majazi Dalfard, V., & Amiri, S. (2014) A new intelligent algorithm for dynamic facility layout problem in state of fuzzy constraints. Neural Computing & Applications, 24(5),1179–1190.

Klausnitzer, A., & Lasch, R. (2019). Optimal facility layout and material handling network design. Computers & Operations Research, 103, 237-251.
Komarudin, K., & Wong, Y. (2010). Applying ant system for solving unequal area facility layout problems. European Journal of Operation Research, 202(3), 730-746.
Konak, A., Kulturel-Konak, S., Norman, B.A., & Smith, A.E. (2006). A new mixed integer programming formulation for facility layout design using flexible bays. Operations Research Letters, 34(6), 660-672.
Koopmans, T. C., & Beckmann, M. (1957). Assignment problems and the location of economic activities. Econometrica, 25(1), 53–76.
Kothari, R., & Ghosh, D. (2014). A scatter search algorithm for the single row facility layout problem. Journal of Heuristics, 20(2), 125–142.
Kothari, R., & Ghosh, D. (2013b). Insertion based Lin–Kernighan heuristic for single row facility layout. Computers & Operation Research, 40(1), 129-136.
Kothari, R., & Ghosh D. (2013a). Tabu search for the single row facility layout problem using exhaustive 2-opt and insertion neighborhoods. European Journal of Operation Research, 224(1), 93-100.
Kouvelis, P., Kurawarwala, A. A., & Gutierrez, G. J. (1992). Algorithms for robust single and multiple period layout planning for manufacturing systems. European Journal of Operations Research, 63(2), 287–303.
Kulturel Konak, S., & Konak, A. (2015). A large-scale hybrid simulated annealing algorithm for cyclic facility layout problems. Engineering Optimization, 47(7), 963-978.
Kulturel-Konak, S. (2012). A linear programming embedded probabilistic tabu search for the unequal-area facility layout problem with flexible bays. European Journal of Operational Research, 223(3), 614-625.
Kulturel-Konak, S., & Konak, A. (2011b). A new relaxed flexible bay structure representation and particle swarm optimization for the unequal area facility layout problem. Engineering Optimization, 43(12), 1263-1287.
Kulturel-Konak, S., & Konak, A. (2013). Linear programming based genetic algorithm for the unequal area facility layout problem. International Journal of Production Research, 51(14), 4302-4324.
Kulturel-Konak, S., & Konak, A. (2011a). Unequal area flexible bay facility layout using ant colony optimization. International Journal of Production Research, 49(7), 1877-1902.
Kumar, K.R., Hadjinicola, G. C., & Lin, T.L. (1995). A heuristic procedure for the single row facility layout problem. European Journal of Operational Research, 87(1), 65-73.
Kusiak, A., Heragu, S.S. (1987). The facility layout problem. European Journal of Operational Research, 29(3), 229-251.
Lacksonen, T.A., & Enscore, E.E. (1993). Quadratic assignment algorithms for the dynamic layout problem. International Journal of Production Research, 31(3), 503-517.
La Scalia, G., Micale, R., Giallanza, A., & Marannano, G. (2019). Firefly algorithm based upon slicing structure encoding for unequal facility layout problem. International Journal of Industrial Engineering Computations, 10(3), 349-360.
Leno, I.J., Sankar, S.S., & Ponnambalam, S.G. (2018). MIP model and elitist strategy hybrid GA–SA algorithm for layout design. Journal of Intelligent Manufacturing, 29(2), 369–387.
Liu, X., & Sun, X. (2012). A multi-improved genetic algorithm for facility layout optimization based on slicing tree, International Journal of Production Research, 50(18), 5173-5180.
Liu, J., & Liu, J. (2019). Applying multi-objective ant colony optimization algorithm for solving the unequal area facility layout problems. Applied Soft Computing Journal, 74, 167-189.
Liu, J., Zhang, H., He, K., & Jiang, S. (2018). Multi-objective particle swarm optimization algorithm based on objective space division for the unequal-area facility layout problem. Expert Systems with Applications, 102(C), 179-192.
Liu, Q., & Meller, R.D. (2007). A sequence-pair representation and MIP-model-based heuristic for the facility layout problem with rectangular departments. IIE Transactions, 39(4), 377-394.
Logendrana, R., & Kriausakula, T. (2006). A methodology for solving the unequal area facility layout problem using distance and shapebased measures. International Journal of Production Research, 44(7), 1243-1272.
Love, R.F., & Wong, J. Y. (1976). On solving a one-dimensional space allocation problem with integer programming. Information Processing and Operations Research (INFOR), 14(2), 139-143.
Matai, R., Singh, S.P., & Mittal, M.L. (2013). A non-greedy systematic neighborhood search heuristic for solving facility layout problem. International Journal of Advanced Manufacturing Technology, 68(5-8), 1665–1675.
Matai, R. (2015). Solving multi-objective facility layout problem by modified simulated annealing. Applied Mathematics and Computation, 261(C), 302-311.
Matsuzaki, K., Irohara, T., & Yoshimoto, K. (1999). Heuristic algorithm to solve the multi-floor layout problem with the consideration of elevator utilization. Computers & Industrial Engineering, 36(2), 487-502.
Mazinani, M., Abedzadeh, M., & Mohebali, N. (2013). Dynamic facility layout problem based on flexible bay structure and solving by genetic algorithm. International Journal of Advanced Manufacturing Technology, 65(5–8),929–943.
McKendall, A.R. Jr., & Hakobyan, A. (2010). Heuristics for the dynamic facility layout problem with unequal-area departments. European Journal of Operation Research, 201(1), 171-182.
McKendall, A.R. Jr., & Shang J. (2006). Hybrid ant systems for the dynamic facility layout problem. Computers & Operations Research, 33(3), 790-803.
McKendall, A.R. Jr., Shang, J., & Kuppusamy, S. (2006). Simulated annealing heuristics for the dynamic facility layout problem. Computers & Operations Research, 33(8), 2431-2444.
Meller, R.D., & Bozer, Y.A. (1996). A new simulated annealing algorithm for the facility layout problem. International Journal of Production Research, 34(6), 1675-1692.
Meller R., Narayanan V., Vance P. (1999). Optimal facility layout design. Operations Research Letters, 23(3–5), 117-127.
Meller, R.D., Chen, W., & Sherali, H.D. (2007). Applying the sequence-pair representation to optimal facility layout designs. Operations Research Letters, 35(5), 651-659.
Meller, R.D. (1992). Layout algorithms for single and multiple floor facilities. Department of Industrial and Operations Engineering, The University of Michigan.
Mir, M., & Imam, M.H. (2001). A hybrid optimization approach for layout design unequal area facilities. Computers & Industrial Engineering, 39(1-2), 49-63.
Montreuil, B., Brotherton, E., Ouazzani, N., & Nourelfath, M. (2004). Ant zone layout metaheuristic: coupling zone-based layout optimization, ant colony system and domain knowledge, Canada Research Chair in Enterprise Engineering.
Neghabi, H., Eshghi, K., & Salmani, M.H. (2014). A new model for robust facility layout problem. Information Sciences, 278, 498-509.
Neghabat, F. (1974). An efficient equipment layout algorithm, Operations Research, 22(3), 622-628.
Nematian, J. (2014). A robust single row facility layout problem with fuzzy random variables. International Journal of Advanced Manufacturing Technology, 72(1–4), 255–267.
Ning, X., & Li, P. (2017). A cross entropy approach to the single row facility layout problem. International Journal of Production Research, 56(11), 3781-3794.
Nugent, C.E., Vollmann, T.E., & Runl, J. (1968). An experimental comparison of techniques for the assignment of facilities to locations. International Journal of Production Research, 16(1), 150-173.
Obata, T. (1979). Quadratic Assignment Problems: Evaluation of Exact and Heuristic Algorithms, Ph.D. Dissertation, Rensselaer Polytechnic Institute.
Ou-Yang, C., & Utamima, A. (2013). Hybrid estimation of distribution algorithm for solving single row facility layout problem. Computers & Industrial Engineering, 66(1), 95-103.
Ozcelik, F. (2013). A hybrid genetic algorithm for the single row layout problem. International Journal of Production Research, 50(20), 5872-5886.
Palubeckis, G. (2017). Single row facility layout using multi start simulated anneling. Computers & Industrial Engineering, 103, 1-16.
Palubeckis, G. (2012). A branch and bound algorithm for the singlerow equidistant facility layout problem. OR Spectrum, 34(1), 1–21.
Palubeckis, G. (2015). Fast local search for single row facility layout. European Journal of Operation Research, 246(3), 800-814.
Pillai, V.M., Hunagund, I.B., & Krishnan, K.K. (2011). Design of robust layout for dynamic plant layout problem. Computers in Industry, 61(3), 813-823.
Pourvaziri, H., & Naderi, B. (2014). A hybrid multi-population genetic algorithm for the dynamic facility layout problem. Applied Soft Computing, 24(C), 457-469.
Rajasekharan, M., Peters, B.A., & Yang, T. (1998). A genetic algorithm for facility layout design in flexible manufacturing system. International Journal of Production Research, 36(1), 95-110.
Ramkumar, A.S., Ponnambalam, S.G., & Jawahar, N. (2009b). A new iterated fast local search heuristic for solving QAP formulation in facility layout design. Robotics & Computer Integrated Manufacturing, 25(3), 620-629.
Ramkumar, A.S., Ponnambalam, S.G., & Jawahar, N. (2009a). A population-based hybrid ant system for quadratic assignment formulations in facility layout design. International Journal of Advanced Manufacturing Technololgy, 44 (5-6), 548–558.
Ripon, K.S.N., Khan, K.N., Glette, K., Hovin, M., & Torresen, J. (2011a). Using pareto- optimality for solving multi-objective unequal area facility layoutproblem, Krasnogor, N., & Lanzi, P.L. (Eds.), Proceedings of the 13th Annual Conference on Geneticand Evolutionary Computation GECCO’11, ACM, New York, USA.
Ripon, K.S.N., Glette, K., Hovin, M., & Torresen, J. (2011b). Dynamic facility layout problem under uncertainty: a Pareto-optimality based multi-objective evolutionary approach. Central European Journal of Computer Science, 1(4), 375–386.
Ripon, K.S.N., Glette, K., Khan, K.N., Hovin, M., & Torresen, J. (2013). Adaptive variable neighborhood search for solving multiobjective facility layout problems with unequal area facilities. Swarm and Evolutionary Computation, 8, 1-12.
Rosenblatt, M.J. (1986). The dynamics of plant layout. Management Science, 32(1), 76-86. 

Rosenblatt, M.J. (1979). The facilities layout problem: A multi-goal approach. International Journal of Production Research, 17(4), 323-332.
Rubio-Sanchez, M., Gallego, M., Gortazar, F., & Duarte, A. (2016). GRASP with path relinking for the single row facility layout problem. Knowledge-Based Systems, 106(C), 1-13.
Saberi, E., & Azimi, P. (2013). An efficient hybrid algorithm for dynamic facility layout problem using simulation technique and PSO. Economic Computation & Economic Cybernetics Studies & Research, 47(4), 1-17.
Sahin, R. (2011). A simulated annealing algorithm for solving the bi-objective facility layout problem. Expert Systems with Applications, 38(4), 4460-4465.
Sahin, R., Ertogral, K., & Turkbey, O. (2010). A simulated annealing heuristic for the dynamic layout problem with budget constraint. Computers & Industrial Engineering, 59(2), 308-313.
Samanta, S., Philip, D., & Chakraborty, S. (2018). Bi-objective dependent location quadratic assignment problem: Formulation and solution using a modified artificial bee colony algorithm. Computers & Industrial Engineering, 121, 8-26.
Samarghandi, H., & Eshghi, K. (2010). An efficient tabu algorithm for the single row facility layout problem. European Journal of Operation Research, 205(1), 98-105.
Samarghandi, H., Taabayan, P., & Jahantigh, F.F. (2010). A particle swarm optimization for the single row facility layout problem. Computers & Industrial Engineering, 58(4), 529-534.
Saraswat, A., Venkatadri, U., & Castillo, I. (2015). A framework for multi-objective facility layout design. Computers & Industrial Engineering, 90(C), 167-176.
Schnecke, V., & Vornberger, O. (1997). Hybrid genetic algorithms for constrained placement problems. IEEE Transactions on Evolutionary Computation, 1(4), 266-277.
Scholz, D., Petrick, A., & Domschke, W. (2009). STaTS: a slicing treen and tabu search based heuristic for the unequal area facility layout problem. European Journal of Operation Research, 197(1), 166-178.
Scriabin, M., & Vergin, R.C. (1985). A cluster analytic approach to facility layout. Management Science, 31(1), 33-49.
Sherali, H.D., Fraticelli, B.M.P., Meller, R.D. (2003). Enhanced model formulations for optimal facility layout. Operations Research, 51(4),629-644.
Simmons, D.M. (1969). One-dimensional space allocation: An ordering algorithm. Operations Research, 17(5), 812-826.
Singh, S.P., & Singh, V.K. (2010). An improved heuristic approach for multi-objective facility layout problem. International Journal of Production Research, 48(4), 1171-1194.
Singh, S.P., & Sharma, R.R. (2008). Two-Level Modified Simulated Annealing Based Approach for Solving Facility Layout Problem. International Journal of Production Research, 46(13), 3563-3582.
Solimanpur, M., Vrat, P., & Shankar, R. (2005). An ant algorithm for the single row layout problem in flexible manufacturing systems. Computers & Operations Research, 32(3), 583-598.
Suresh, G., & Sahu, S. (1993). Multi objective facility layout using simulated annealing International Journal of Production Economics, 32(2), 239-254.
Tam, K.Y. (1992). A simulated annealing algorithm for allocating space to manufacturing cells. International Journal of Production Research, 30(1), 63-87.
Tam, K.Y., & Li, S.G. (1991). A hierarchical approach to the facility layout problem. International Journal of Production Research, 29(1), 165-184.
Tate, D.M., & Smith, A.E. (1995). Unequal-area facility layout by genetic search. IIE Transactions, 27(4), 465-472.
Tayal, A., & Singh, S.P. (2018). Integrating big data analytic and hybrid firefly-chaotic simulated annealing approach for facility layout problem. Annals of Operations Research, 270(1-2), 489-514.
Teo, Y.T., & Ponnambalam, S.G. (2008). A hybrid ACO/PSO heuristic to solve single row layout problem. In IEEE International Conference on Automation Science and Engineering, Arlington, VA, USA, 23-26 August 2008, 597-602.
Tompkins, J. A., White, J. A., Bozer, Y.A., Frazelle, E. H., Tanchoco, J. M., & Trevino, J. (1996). Facilities planning. New York: Wiley.

Tsuchiya, K., Bharitkar, S., & Takefuji, Y. (1996). A neural network approach to facility layout problems, European Journal of Operation Research, 89(3), 556-563.
Turanoğlu, B., & Akkaya, G. (2018). A new hybrid heuristic algorithm based on bacterial foraging optimization for the dynamic facility layout problem. Expert Systems with Applications, 98, 93-104.
Ulutas, B.H., & Islier, A.A. (2009). A clonal selection algorithm for dynamic facility layout problems. Journal of Manufacturing Systems, 28(4), 123-131.
Ulutas, B.H., & Kulturel-Konak, S. (2012). An artificial immune system based algorithm to solve unequal area facility layout problem. Expert System with Applications, 39(5), 5384-5395.
van Camp, D.J., Carter, M.W., & Vannelli, A. (1991). A nonlinear optimization approach for solving facility layout problems. European Journal of Operational Research, 57(2), 174-189.
Van Eck, N.J., & Waltman, L. (2010). Software survey: VOSviewer, a computer program for bibliometric mapping. Scientometrics, 84(2), 523–538.
van Nunen, K., Li, J., Reniers, G., & Ponnet, K. (2017). Bibliometric analysis of safety culture research. Safety Science, 108, 248-258.
Wang, M.J., Hu, M.H., & Ku, M.M.H. (2005). A solution to the unequal area facilities layout problem by genetic algorithm. Computers in Industry, 56(2), 207-220.
Welgama, P.S., & Gibson, P.R. (1993). A construction algorithm for the machine layout problem with fixed pick-up and drop-off points. International Journal of Production Research, 31(11), 2575-2589.
Wilhelm, M.R., & Ward, T.L. (1987). Solving quadratic assignment problems by simulated annealing. IIE Transactions, 19(1), 107-119.
Wong, K.Y., Komarudin. (2010). Solving facility layout problems using flexible bay structure representation and ant system algorithm. Expert System with Applications, 37(7), 5523-5527.
Wu, Y., & Appleton, E. (2002). The optimization of block layout and aisle structure by a genetic algorithm. Computers & Industrial Engineering, 41(4), 371-387.
Xie, W, & Sahinidis, NV. (2008). A branch and bound algorithm for the continuous facility layout problem. Computers & Chemical Engineering, 32(4-5), 1016-1028.
Yang, T., & Hung, C.C. (2007). Multiple-attribute decision making methods for plant layout design problem. Robotics and Computer-Integrated Manufacturing, 23(1), 126-137.
Yang, T., & Peters, B. (1998). Flexible machine layout design for dynamic and uncertain production environments. European Journal of Operational Research, 108(1), 49-64.
Yu, J., & Sarker, B.R. (2003). Directional decomposition heuristic for a linear machine- cell location problem. European Journal of Operational Research, 149(1), 142-184.