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subject:"Container terminal"
~person:"Gerzelj, Eliane"
~person:"Guenzani, Andrea"
~person:"Lustosa, Leonardo Junqueira"
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Container terminal
Packing problem
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Packproblem
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Theorie
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Theory
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Heuristik
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Mathematical programming
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Mathematische Optimierung
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Containerterminal
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Ganzzahlige Optimierung
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Integer programming
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3D yard allocation problem
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3D-BPP
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3D-bin packing problem
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Constraint programming
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Container loading problem
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Hafen
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Integer linear programming
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mathematical modeling
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Gerzelj, Eliane
Guenzani, Andrea
Lustosa, Leonardo Junqueira
Alvarez-Valdes, Ramon
3
Gupta, Akash
3
Koster, René de
3
Roy, Debjit
3
Moon, Ilkyeong
2
Parhi, Sampanna
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Parreño, F.
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Alonso, M. T.
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Alonso, Maria Teresa
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Anghinolfi, Davide
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Araya, Ignacio
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Arpini, Bianca Passos
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Bektaş, Tolga
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Bennell, Julia A.
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Bonet Filella, Guillem
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Boysen, Nils
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Caballini, Claudia
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Cao, Jin Xin
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Chen, Jiang Hang
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Corman, Francesco
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Dowsland, Kath
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Emde, Simon
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Fraga, Karina Pedrini
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Gimenez-Palacios, I.
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Hadjiconstantinou, Eleni
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Hong, Hwajin
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Klerides, Evelina
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Lee, Der-Horng
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Lee, Sangyoon
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Morabito, Reinaldo
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Oliveira, J. F.
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Parhia, Sampanna
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Parreño, Francisco
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Rosa, Rodrigo de Alvarenga
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Roya, Debjit
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Annals of operations research
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International journal of logistics systems and management
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ECONIS (ZBW)
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Mathematical model for planning the layout and stacking of granite blocks in a maritime terminal
Guenzani, Andrea
;
Gerzelj, Eliane
;
Rosa, Rodrigo de …
- In:
International journal of logistics systems and management
26
(
2017
)
4
,
pp. 453-474
Persistent link: https://www.econbiz.de/10011770432
Saved in:
2
MIP-based approaches for the container loading problem with multi-drop constraints
Lustosa, Leonardo Junqueira
;
Morabito, Reinaldo
;
Sato …
-
2012
Persistent link: https://www.econbiz.de/10009671404
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