[1] Bellman R. E., Zadeh L. A. (1970), Decision-making in a fuzzy environment; Management Science 17;
141-164.
[2] Brucker P. (1998), Scheduling Algorithms; Springer, Berlin.
[3] Chanas S., Kasperski A. (2001), Minimizing maximum lateness in a single machine scheduling
problem with fuzzy processing times and fuzzy due dates; Engineering Applications of Artificial
Intelligence 14; 377-386.
[4] Chanas S., Kasperski A. (2003), On two single machine scheduling problems with fuzzy processing
times and fuzzy due dates; European Journal of Operational Research 147; 281-296.
[5] Chang P. C. (1999), Branch and bound approach for single machine scheduling with earliness and
tardiness penalties; Computers and Mathematics with Applications 37; 133-144.
[6] Chou F. D., Chang T. Y., Lee C. E. (2005), A heuristic algorithm to minimize total weighted tardiness
on a single machine with release times; International Transactions in Operations Research 12; 215-
233.
[7] Feldmann M., Biskup D. (2003), Single-machine scheduling for minimizing earliness and tardiness
penalties by meta-heuristic approaches; Computers and Industrial Engineering 44; 307-323.
[8] Hannan E. L. (1981), Linear programming with multiple fuzzy goals; Fuzzy Sets and Systems 6; 235-
248.
[9] Hu X., Shi Y., Eberhart R. (2004), Recent advances in particle swarm; in: Proceedings of 2004
Congress on Evolutionary Computation (CEC 2004), Portland, Oregon, Vol. 1, 90-97.
[10] Hwang C. L., Yoon K. (1981), Multiple attribute decision making: methods and applications; Springer,
Berlin.
[11] Kennedy J., Eberhart R. (1995), Particle swarm optimization. Proceedings of the IEEE International
Conference on Neural Networks (Perth, Australia), 1942–1948. Piscataway, NJ: IEEE Service Center.
[12] Lam S. S., Cai X. (2002), Single machine scheduling with nonlinear lateness cost functions and fuzzy
due dates; Nonlinear Analysis: Real World Applications 3; 307-316.
[13] Lai Y. J., Hwang C. L. (1992), A new approach to some possibility linear programming problems;
Fuzzy Sets and Systems 117; 35-45.
[14] Liaw C F (1999), A branch-and-bound algorithm for the single machine earliness and tardiness
scheduling problem; Computers and Operations Research 26; 679-693.
[15] Lin S.W., Chou S.Y., Ying K.C. (2006), A sequential exchange approach for minimizing earlinesstardiness
penalties of single-machine scheduling with a common due date; European Journal of
Operational Research Article in Press.
[16] Loukil T., Teghem J., Tuyttens D. (2005), Solving multi-objective production scheduling problems
using metaheuristics; European Journal of Operational Research 161; 42-61.
[17] Mazzini R., Armentano V. A. (2001), A heuristic for single machine scheduling with early and tardy
costs; European Journal of Operational Research 128; 129-146.
[18] Mondal S. A., Sen A. K. (2001), Single machine weighted earliness/tardiness penalty problem with a
common due date; Computers and Operations Research 28; 649-669.
[19] Peng J., Liu B. (2004), Parallel machine scheduling models with fuzzy processing times; Information
Sciences 166; 49-66.
[20] Rabadia G., Mollaghasemi M., Anagnostopoulos G. C. (2004), A branch-and-bound algorithm for the
early/tardy machine scheduling problem with a common due-date and sequence-dependent setup time;
Computers and Operations Research 31; 1727-1751.
[21] Shi Y., Eberhart R. (1998), A modified particle swarm optimizer. Proceedings of the IEEE
international conference on evolutionary computation. Piscataway, NJ: IEEE Press; 69–73.
[22] Tavakkoli-Moghaddam R., Moslehi G., Vasei M., Azaron A. (2005), Optimal scheduling for a single
machine to minimize the sum of maximum earliness and tardiness considering idle insert; Applied
Mathematics and Computation 167; 1430-1450.
[23] Ventura J. A., Radhakrishnan S. (2003), Single machine scheduling with symmetric earliness and
tardiness penalties; European Journal of Operational Research 144; 598-612.
[24] Wan G., Yen B. P. C. (2002), Tabu search for single machine scheduling with distinct due windows
and weighted earliness/tardiness penalties; European Journal of Operational Research 142; 271-281.
[25] Zimmermann H. J. (1978), Fuzzy programming and linear programming with several objective
functions, Fuzzy Sets and Systems 1; 45-56.