Spatially constrained harvest scheduling for strip allocation under Moore and Neumann neighbourhood adjacency

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Adjacency constraints can be represented by Moore or Neumann neighbourhood adjacency, depending upon how candidate neighbours are assigned at corners adjacent to the target cell. Considering Moore and Neumann neighbourhood adjacency, the effect of strip cutting under a shelterwood management scheme with adjacency requirements among strips were investigated. We celý popis

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Hlavní autor
M. Konoshima
Další autoři
Róbert Marušák
A. Yoshimoto
Typ dokumentu
Články
Fyzický popis
8 il.
Publikováno v
Journal of Forest Science. -- ISSN 1212-4834. -- Roč. 57, č. 2 (2011), s. 70-77
Témata
Popis jednotky
1 graf, 5 obr., 2 tabulky
Bibliografie
Bilbiografie na s. 76,

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100 1 |a Konoshima, M.,  |u Tohoku University, Graduate School of Life Sciences, Aoba, Sendai, Japan  |4 aut 
245 1 0 |a Spatially constrained harvest scheduling for strip allocation under Moore and Neumann neighbourhood adjacency /  |c M. Konoshima, R. Marušák, A. Yoshimoto 
300 |b 8 il. 
500 |a 1 graf, 5 obr., 2 tabulky 
504 |a Bilbiografie na s. 76,  |b 20 záznamů 
520 3 9 |a Adjacency constraints can be represented by Moore or Neumann neighbourhood adjacency, depending upon how candidate neighbours are assigned at corners adjacent to the target cell. Considering Moore and Neumann neighbourhood adjacency, the effect of strip cutting under a shelterwood management scheme with adjacency requirements among strips were investigated. We compare the effect of creating a strip window within a management unit with the same spatially constrained problem without a strip window. The management scheme comparison is considered as a spatially constrained harvest scheduling problem, which is solved with CPLEX software using an exact solution method. Our experimental analysis shows that the inclusion of additional spatial consideration by strip window creation in the management scheme results in a reduction of the total harvest volume by almost 13% under Moore neighbourhood adjacency, while it has a small effect under Neumann neighbourhood adjacency.  |9 eng 
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700 1 |a Marušák, Róbert  |u ČZU, FLD, Praha-Suchdol  |7 uzp2008446464  |4 aut 
700 1 |a Yoshimoto, A.,  |u The Institute of Statistical Mathematics, Tachikawa, Tokyo, Japan  |4 aut 
773 0 |t Journal of Forest Science  |x 1212-4834  |g Roč. 57, č. 2 (2011), s. 70-77  |q 57:2  |9 2011 
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