4P C Gilmore, R E Gomory. A linear programming approach to the cutting stock problem-Part 1 [J ] . Operations Research,1961, 9(6): 848-859.
5J E Beasley. Algorithms for unconstrained two-dimensional guillotine cutting [ J ] . Journal of the Operational Research Society, 1985, 36(4) : 297-306.
6A A Farley. Mathematical programming models for cutting-stock problems in the clothing industry [ J ] . Journal of the Operational Research Society, 1988, 39( 1): 41-53.
7M S Reda, E A Abd. An interactive technique for the cutting stock problem with multiple objects[J ] . European Journal of Operational Research, 1994, 78(3) : 304-317.
8M Shpitalni, V Menevich. Optimal orthogonal subdivision of rectangular sheets [ J ] . Transactions of ASME Journal of Manufacturing Science end Engineering, 1996, 118(3) : 281-288.
9M Adamowicz. The optimum two-dimensional allocation of irregular, multiple-connected shapes with linear, logical and geometric constralnts[D]. New York: New York University,1969.
10H H Yanasse, A S I Zinober, R G Harris. Two-dimensional cutting stock with multiple stock sizes [ J ] . Journal of the Operational Research Society, 1991, 42(8) : 673-683.
