Next: About this document ...
Up: Empacotamento de retângulos
Previous: List of Tables
  Contents
-
- 1
- M. Arenales, R. Morabito e H. Yanasse (eds.) (1999).
Special issue: Cutting and packing problems.
Pesquisa Operacional 19, pp. 109-284.
- 2
- R. Balasubramanian (1992).
The pallet loading problem: A survey.
International Journal of Production Economics 28, pp. 217-225.
- 3
- S. Bhattacharya, R. Roy e S. Bhattacharya (1998).
An exact depth-first algorithm for the pallet loading problem.
European Journal of Operational Research 110, pp. 610-625.
- 4
- E. G. Birgin, J. M. Martínez (2001).
A box constrained optimization algorithm with negative curvature
directions and spectral projected gradients.
Computing [Suppl] 15, pp. 49-60.
- 5
- E. G. Birgin, J. M. Martínez (2002).
Large-scale active-set box-constrained optimization method with spectral projected gradients.
Computational Optimization and Applications 23, pp. 101-125.
- 6
- E.G. Birgin, J.M. Martínez, W.F.Mascarenhas e D.P. Ronconi (2003).
Method of Sentinels for Packing Objects on Arbitrary Regions.
- 7
- E.G. Birgin, J.M. Martínez e D.P. Ronconi (2003).
Optimizing the Packing of Cylinders into a Rectangular Container: A Nonlinear Approach.
Submetido a European Journal of Operational Research.
- 8
- E. G. Birgin, J. M. Martínez, M. Raydan (2000).
Nonmonotone spectral projected gradient methods on convex sets.
SIAM Journal on Optimization 10, pp. 1196-1211.
- 9
- E. G. Birgin, J. M. Martínez, M. Raydan (2001).
SPG: Software for convex-constrained optimization.
ACM Transactions on Mathematical Software 27, pp. 340-349.
- 10
- E. Bischoff e W. Dowsland (1982).
An application of the micro to product design and distribution.
Journal of the Operational Research 33, pp. 271-280.
- 11
- E. Bischoff e G. Waescher (eds.) (1995).
Special issue on cutting and packing.
European Journal of Operational Research 84, pp. 503-712.
- 12
- T. Cormen, C. Leiserson e R. Rivest (1990).
Introduction to algorithms.
The MIT Press, McGraw-Hill Book Company.
- 13
- J. E. Dennis Jr., R. B. Schnabel (1983).
Numerical Methods for Unconstrained Optimization and Nonlinear Equations.
Prentice-Hall, Englewoods Cliffs.
- 14
- K. Dowsland (1987).
An exact algorithm for the pallet loading problem.
European Journal of Operational Research 31, pp. 78-84.
- 15
- K. Dowsland e W. Dowsland (1992).
Packing problems.
European Journal of Operational Research 56, pp. 2-14.
- 16
- H. Dyckhoff (1990).
A typology of cutting and packing problems.
European Journal of Operational Research 44, pp. 145-159.
- 17
- H. Dyckhoff e U. Finke (1992).
Cutting and packing in production and distribution: Typology and bibliography.
Springler-Verlag Co: Heildelberg.
- 18
- H. Dyckhoff, G. Scheithauer e J. Terno (1997).
Cutting and packing. In M. Amico, F. Maffioli, F., S. Martello (ed).
Annotated bibliographies in combinatorial optimisation.
John Wiley & Sons: New York, pp. 393-414.
- 19
- Y. G e M. Kang (2001).
A fast algorithm for two-dimensional pallet loading problems of large size.
European Journal of Operational Research 134, pp. 193-200.
- 20
- A. Herbert e K. Dowsland (1996).
A family of genetic algorithms for the pallet loading problem.
Annals of Operations Research 63, pp. 415-436.
- 21
- M. Hifi (ed.) (2002).
Special issue on cutting and packing.
Studia Informatica Universalis 2, pp. 1-161.
- 22
- T. Hodgson (1982).
A combined approach to the pallet loading problem.
IIE Transactions 14, pp. 176-182.
- 23
- A. Letchford e A. Amaral (2001).
Analysis of upper bounds for the pallet loading problem.
European Journal of Operational Research 132, pp. 582-593.
- 24
- L. Lins, S. Lins e S. Melo (2002).
PHORMA: Symmetry robust memory management of multidimensional arrays.
Submetido a Discrete Applied Mathematics.
- 25
- L. Lins, S. Lins e R. Morabito (2002).
An n-tet graph approach for nonguillotine packings of n-dimensional boxes
into an n-container.
European Journal of Operational Research 141, pp. 421-439.
- 26
- L. Lins, S. Lins e R. Morabito (2003),
An L-Approach for Packing (l,w)-Rectangles into Rectangular
and L-Shaped Pieces.
Journal of the Operational Research Society.
- 27
- D. G. Luenberger (1984).
Linear and Nonlinear Programming.
Addison-Wesley, California, London, Amsterdam, Ontario, Sydney.
- 28
- S. Martello (ed.) (1994),
Special issue: Knapsack, packing and cutting,
Part II: Multidimensional knapsack and cutting stock problems.
INFOR, 32.
- 29
- R. Morabito e M. Arenales (1995).
An AND/OR-graph approach to the solution of two-dimensional non-guillotine
cutting problems.
European Journal of Operational Research 84, pp. 599-617.
- 30
- R. Morabito e R. Farago (2002).
A tight Lagrangean relaxation bound for the manufacturer's pallet loading problem.
Studia Informatica Universalis 2, pp. 57-76.
- 31
- R. Morabito e S. Morales (1998).
A simple and effective recursive procedure for the manufacturer's pallet loading
problem.
Journal of the Operational Research Society 49, pp. 819-828.
- 32
- R. Morabito e S. Morales (1999).
Errata: A simple and effective recursive procedure for the manufacturers pallet
loading problem .
Journal of the Operational Research Society 50, pp. 876.
- 33
- J. Nelissen (1994).
Solving the pallet loading problem more effciently.
Working Paper, Graduiertenkolleg Informatik und Technik, Aachen.
- 34
- J. Nelissen (1995).
How to use structural constraints to compute an upper bound for the pallet
loading problem.
European Journal of Operational Research 84, pp. 662-680.
- 35
- G.L. Nemhauser e L.A. Wosley (1988).
Integer and Combinatorial Optimization.
Wiley.
- 36
- G. Scheithauer e G. Sommerweiss (1998).
4-block heuristic for the rectangle packing problem.
European Journal of Operational Research 108, pp. 509-526.
- 37
- G. Scheithauer e J. Terno (1996).
The G4-heuristic for the pallet loading problem.
Journal of the Operational Research Society 47, pp. 511-522.
- 38
- A. Smith e P. De Cani (1980).
An algorithm to optimize the layout of boxes in pallets.
Journal of the Operational Research Society 31, pp. 573-578.
- 39
- L. Schrage (1979).
A more portable Fortran random number generator.
ACM Transactions on Mathematical Software 5, pp. 132-138.
- 40
- H. Steudel (1979).
Generating pallet loading patterns: A special case of the two-dimensional
cutting stock problem.
Management Science 10, pp. 997-1004.
- 41
- P. Sweeney e E. Paternoster (1992).
Cutting and packing problems: A categorized, application-oriented research
bibliography.
Journal of the Operational Research Society 43, pp. 691-706.
- 42
- R. Tsai, E. Malstrom e W. Kuo (1993).
Three dimensional palletization of mixed box sizes.
IEE Transactions 25, pp. 64-75.
- 43
- P. Wang e G. Waescher (eds.) (2002).
Special issue on cutting and packing.
European Journal of Operational Research 141, pp. 239-469.
Fabio Henrique Nishihara
2003-12-08